From d093c07dafb3ca198c5369ab615f3db474e8a7b9 Mon Sep 17 00:00:00 2001 From: t7phy Date: Fri, 8 Mar 2024 12:58:28 +0100 Subject: [PATCH] all fixes combined --- .../ATLAS_TTBAR_8TEV_LJ_DIF/artunc.py | 10 +- .../ATLAS_TTBAR_8TEV_LJ_DIF/filter.py | 20 +- .../uncertainties_dSig_dmttBar.yaml | 50 +- .../uncertainties_dSig_dmttBar_norm.yaml | 50 +- .../uncertainties_dSig_dpTt.yaml | 50 +- .../uncertainties_dSig_dpTt_norm.yaml | 50 +- .../uncertainties_dSig_dyt.yaml | 50 +- .../uncertainties_dSig_dyt_norm.yaml | 50 +- .../uncertainties_dSig_dyttBar.yaml | 50 +- .../uncertainties_dSig_dyttBar_norm.yaml | 50 +- .../ATLAS_TTBAR_8TEV_LJ_DIF/utils.py | 361 + .../H1_1JET_319GEV_290PB-1_DIF/artUnc.py | 4 +- .../H1_1JET_319GEV_290PB-1_DIF/filter.py | 8 +- .../uncertainties.yaml | 9408 ++++++++--------- .../uncertainties_norm.yaml | 9392 ++++++++-------- .../H1_1JET_319GEV_290PB-1_DIF/utils.py | 361 + .../H1_1JET_319GEV_351PB-1_DIF/filter.py | 4 +- .../H1_1JET_319GEV_351PB-1_DIF/manual_impl.py | 4 +- .../uncertainties.yaml | 96 +- .../H1_1JET_319GEV_351PB-1_DIF/utils.py | 361 + .../H1_2JET_319GEV_290PB-1_DIF/artUnc.py | 4 +- .../H1_2JET_319GEV_290PB-1_DIF/filter.py | 8 +- .../uncertainties.yaml | 9376 ++++++++-------- .../uncertainties_norm.yaml | 9408 ++++++++--------- .../H1_2JET_319GEV_290PB-1_DIF/utils.py | 361 + .../H1_2JET_319GEV_351PB-1_DIF/filter.py | 4 +- .../H1_2JET_319GEV_351PB-1_DIF/manual_impl.py | 4 +- .../uncertainties.yaml | 96 +- .../H1_2JET_319GEV_351PB-1_DIF/utils.py | 361 + 29 files changed, 20928 insertions(+), 19123 deletions(-) create mode 100644 validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/utils.py create mode 100644 validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/utils.py create mode 100644 validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/utils.py create mode 100644 validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/utils.py create mode 100644 validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/utils.py diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/artunc.py b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/artunc.py index 0fdfc6716f..ddd104c50a 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/artunc.py +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/artunc.py @@ -2,11 +2,11 @@ import numpy as np from numpy.linalg import eig -from validphys.commondata_utils import cormat_to_covmat as ctc -from validphys.commondata_utils import covmat_to_artunc as cta -from validphys.commondata_utils import percentage_to_absolute as pta -from validphys.commondata_utils import concat_matrices as cm -from validphys.commondata_utils import matlist_to_matrix as mtm +from utils import cormat_to_covmat as ctc +from utils import covmat_to_artunc as cta +from utils import percentage_to_absolute as pta +from utils import concat_matrices as cm +from utils import matlist_to_matrix as mtm def artunc(): statArr = [] diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/filter.py b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/filter.py index 55ce1321d1..4553984750 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/filter.py +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/filter.py @@ -1,8 +1,8 @@ import artunc import yaml -from validphys.commondata_utils import percentage_to_absolute as pta -from validphys.commondata_utils import symmetrize_errors as se +from utils import percentage_to_absolute as pta +from utils import symmetrize_errors as se def processData(): with open('metadata.yaml', 'r') as file: @@ -69,7 +69,7 @@ def processData(): error_definition_dSig_dmttBar = {} for i in range(25): - error_definition_dSig_dmttBar['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716'} + error_definition_dSig_dmttBar['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716unc'+str(i+1)} for i in range(1, len(input['dependent_variables'][1]['values'][0]['errors'])-1): error_definition_dSig_dmttBar[input['dependent_variables'][1]['values'][0]['errors'][i]['label'].replace(" ", "")] = {'definition': '', 'treatment': 'MULT', 'type': 'CORR'} error_definition_dSig_dmttBar['lumi'] = {'definition': 'luminosity uncertainty', 'treatment': 'MULT', 'type': 'ATLASLUMI8'} @@ -120,7 +120,7 @@ def processData(): error_definition_dSig_dmttBar_norm = {} for i in range(25): - error_definition_dSig_dmttBar_norm['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716'} + error_definition_dSig_dmttBar_norm['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716unc'+str(i+1)} for i in range(1, len(input['dependent_variables'][1]['values'][0]['errors'])): error_definition_dSig_dmttBar_norm[input['dependent_variables'][1]['values'][0]['errors'][i]['label'].replace(" ", "")] = {'definition': '', 'treatment': 'MULT', 'type': 'CORR'} @@ -171,7 +171,7 @@ def processData(): error_definition_dSig_dpTt = {} for i in range(25): - error_definition_dSig_dpTt['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716'} + error_definition_dSig_dpTt['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716unc'+str(i+1)} for i in range(1, len(input['dependent_variables'][1]['values'][0]['errors'])-1): error_definition_dSig_dpTt[input['dependent_variables'][1]['values'][0]['errors'][i]['label'].replace(" ", "")] = {'definition': '', 'treatment': 'MULT', 'type': 'CORR'} error_definition_dSig_dpTt['lumi'] = {'definition': 'luminosity uncertainty', 'treatment': 'MULT', 'type': 'ATLASLUMI8'} @@ -222,7 +222,7 @@ def processData(): error_definition_dSig_dpTt_norm = {} for i in range(25): - error_definition_dSig_dpTt_norm['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716'} + error_definition_dSig_dpTt_norm['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716unc'+str(i+1)} for i in range(1, len(input['dependent_variables'][1]['values'][0]['errors'])): error_definition_dSig_dpTt_norm[input['dependent_variables'][1]['values'][0]['errors'][i]['label'].replace(" ", "")] = {'definition': '', 'treatment': 'MULT', 'type': 'CORR'} @@ -273,7 +273,7 @@ def processData(): error_definition_dSig_dyt = {} for i in range(25): - error_definition_dSig_dyt['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716'} + error_definition_dSig_dyt['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716unc'+str(i+1)} for i in range(1, len(input['dependent_variables'][1]['values'][0]['errors'])-1): error_definition_dSig_dyt[input['dependent_variables'][1]['values'][0]['errors'][i]['label'].replace(" ", "")] = {'definition': '', 'treatment': 'MULT', 'type': 'CORR'} error_definition_dSig_dyt['lumi'] = {'definition': 'luminosity uncertainty', 'treatment': 'MULT', 'type': 'ATLASLUMI8'} @@ -324,7 +324,7 @@ def processData(): error_definition_dSig_dyt_norm = {} for i in range(25): - error_definition_dSig_dyt_norm['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716'} + error_definition_dSig_dyt_norm['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716unc'+str(i+1)} for i in range(1, len(input['dependent_variables'][1]['values'][0]['errors'])): error_definition_dSig_dyt_norm[input['dependent_variables'][1]['values'][0]['errors'][i]['label'].replace(" ", "")] = {'definition': '', 'treatment': 'MULT', 'type': 'CORR'} @@ -375,7 +375,7 @@ def processData(): error_definition_dSig_dyttBar = {} for i in range(25): - error_definition_dSig_dyttBar['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716'} + error_definition_dSig_dyttBar['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716unc'+str(i+1)} for i in range(1, len(input['dependent_variables'][1]['values'][0]['errors'])-1): error_definition_dSig_dyttBar[input['dependent_variables'][1]['values'][0]['errors'][i]['label'].replace(" ", "")] = {'definition': '', 'treatment': 'MULT', 'type': 'CORR'} error_definition_dSig_dyttBar['lumi'] = {'definition': 'luminosity uncertainty', 'treatment': 'MULT', 'type': 'ATLASLUMI8'} @@ -426,7 +426,7 @@ def processData(): error_definition_dSig_dyttBar_norm = {} for i in range(25): - error_definition_dSig_dyttBar_norm['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716'} + error_definition_dSig_dyttBar_norm['ArtUnc_'+str(i+1)] = {'definition': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'ATLAS8TEVTTB151104716unc'+str(i+1)} for i in range(1, len(input['dependent_variables'][1]['values'][0]['errors'])): error_definition_dSig_dyttBar_norm[input['dependent_variables'][1]['values'][0]['errors'][i]['label'].replace(" ", "")] = {'definition': '', 'treatment': 'MULT', 'type': 'CORR'} diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dmttBar.yaml b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dmttBar.yaml index 470040ed03..3ced30bf62 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dmttBar.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dmttBar.yaml @@ -2,103 +2,103 @@ definitions: ArtUnc_1: definition: artificial uncertainty 1 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc1 ArtUnc_2: definition: artificial uncertainty 2 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc2 ArtUnc_3: definition: artificial uncertainty 3 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc3 ArtUnc_4: definition: artificial uncertainty 4 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc4 ArtUnc_5: definition: artificial uncertainty 5 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc5 ArtUnc_6: definition: artificial uncertainty 6 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc6 ArtUnc_7: definition: artificial uncertainty 7 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc7 ArtUnc_8: definition: artificial uncertainty 8 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc8 ArtUnc_9: definition: artificial uncertainty 9 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc9 ArtUnc_10: definition: artificial uncertainty 10 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc10 ArtUnc_11: definition: artificial uncertainty 11 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc11 ArtUnc_12: definition: artificial uncertainty 12 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc12 ArtUnc_13: definition: artificial uncertainty 13 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc13 ArtUnc_14: definition: artificial uncertainty 14 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc14 ArtUnc_15: definition: artificial uncertainty 15 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc15 ArtUnc_16: definition: artificial uncertainty 16 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc16 ArtUnc_17: definition: artificial uncertainty 17 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc17 ArtUnc_18: definition: artificial uncertainty 18 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc18 ArtUnc_19: definition: artificial uncertainty 19 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc19 ArtUnc_20: definition: artificial uncertainty 20 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc20 ArtUnc_21: definition: artificial uncertainty 21 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc21 ArtUnc_22: definition: artificial uncertainty 22 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc22 ArtUnc_23: definition: artificial uncertainty 23 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc23 ArtUnc_24: definition: artificial uncertainty 24 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc24 ArtUnc_25: definition: artificial uncertainty 25 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc25 sys,singletop-xsec: definition: '' treatment: MULT diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dmttBar_norm.yaml b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dmttBar_norm.yaml index dd06eeeb2f..ab3ea5150a 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dmttBar_norm.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dmttBar_norm.yaml @@ -2,103 +2,103 @@ definitions: ArtUnc_1: definition: artificial uncertainty 1 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc1 ArtUnc_2: definition: artificial uncertainty 2 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc2 ArtUnc_3: definition: artificial uncertainty 3 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc3 ArtUnc_4: definition: artificial uncertainty 4 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc4 ArtUnc_5: definition: artificial uncertainty 5 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc5 ArtUnc_6: definition: artificial uncertainty 6 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc6 ArtUnc_7: definition: artificial uncertainty 7 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc7 ArtUnc_8: definition: artificial uncertainty 8 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc8 ArtUnc_9: definition: artificial uncertainty 9 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc9 ArtUnc_10: definition: artificial uncertainty 10 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc10 ArtUnc_11: definition: artificial uncertainty 11 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc11 ArtUnc_12: definition: artificial uncertainty 12 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc12 ArtUnc_13: definition: artificial uncertainty 13 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc13 ArtUnc_14: definition: artificial uncertainty 14 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc14 ArtUnc_15: definition: artificial uncertainty 15 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc15 ArtUnc_16: definition: artificial uncertainty 16 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc16 ArtUnc_17: definition: artificial uncertainty 17 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc17 ArtUnc_18: definition: artificial uncertainty 18 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc18 ArtUnc_19: definition: artificial uncertainty 19 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc19 ArtUnc_20: definition: artificial uncertainty 20 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc20 ArtUnc_21: definition: artificial uncertainty 21 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc21 ArtUnc_22: definition: artificial uncertainty 22 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc22 ArtUnc_23: definition: artificial uncertainty 23 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc23 ArtUnc_24: definition: artificial uncertainty 24 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc24 ArtUnc_25: definition: artificial uncertainty 25 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc25 sys,singletop-xsec: definition: '' treatment: MULT diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dpTt.yaml b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dpTt.yaml index c1f7333115..827b904233 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dpTt.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dpTt.yaml @@ -2,103 +2,103 @@ definitions: ArtUnc_1: definition: artificial uncertainty 1 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc1 ArtUnc_2: definition: artificial uncertainty 2 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc2 ArtUnc_3: definition: artificial uncertainty 3 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc3 ArtUnc_4: definition: artificial uncertainty 4 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc4 ArtUnc_5: definition: artificial uncertainty 5 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc5 ArtUnc_6: definition: artificial uncertainty 6 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc6 ArtUnc_7: definition: artificial uncertainty 7 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc7 ArtUnc_8: definition: artificial uncertainty 8 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc8 ArtUnc_9: definition: artificial uncertainty 9 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc9 ArtUnc_10: definition: artificial uncertainty 10 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc10 ArtUnc_11: definition: artificial uncertainty 11 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc11 ArtUnc_12: definition: artificial uncertainty 12 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc12 ArtUnc_13: definition: artificial uncertainty 13 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc13 ArtUnc_14: definition: artificial uncertainty 14 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc14 ArtUnc_15: definition: artificial uncertainty 15 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc15 ArtUnc_16: definition: artificial uncertainty 16 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc16 ArtUnc_17: definition: artificial uncertainty 17 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc17 ArtUnc_18: definition: artificial uncertainty 18 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc18 ArtUnc_19: definition: artificial uncertainty 19 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc19 ArtUnc_20: definition: artificial uncertainty 20 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc20 ArtUnc_21: definition: artificial uncertainty 21 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc21 ArtUnc_22: definition: artificial uncertainty 22 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc22 ArtUnc_23: definition: artificial uncertainty 23 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc23 ArtUnc_24: definition: artificial uncertainty 24 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc24 ArtUnc_25: definition: artificial uncertainty 25 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc25 sys,singletop-xsec: definition: '' treatment: MULT diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dpTt_norm.yaml b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dpTt_norm.yaml index 5d2a9ac037..e78d4a727e 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dpTt_norm.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dpTt_norm.yaml @@ -2,103 +2,103 @@ definitions: ArtUnc_1: definition: artificial uncertainty 1 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc1 ArtUnc_2: definition: artificial uncertainty 2 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc2 ArtUnc_3: definition: artificial uncertainty 3 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc3 ArtUnc_4: definition: artificial uncertainty 4 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc4 ArtUnc_5: definition: artificial uncertainty 5 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc5 ArtUnc_6: definition: artificial uncertainty 6 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc6 ArtUnc_7: definition: artificial uncertainty 7 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc7 ArtUnc_8: definition: artificial uncertainty 8 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc8 ArtUnc_9: definition: artificial uncertainty 9 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc9 ArtUnc_10: definition: artificial uncertainty 10 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc10 ArtUnc_11: definition: artificial uncertainty 11 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc11 ArtUnc_12: definition: artificial uncertainty 12 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc12 ArtUnc_13: definition: artificial uncertainty 13 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc13 ArtUnc_14: definition: artificial uncertainty 14 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc14 ArtUnc_15: definition: artificial uncertainty 15 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc15 ArtUnc_16: definition: artificial uncertainty 16 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc16 ArtUnc_17: definition: artificial uncertainty 17 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc17 ArtUnc_18: definition: artificial uncertainty 18 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc18 ArtUnc_19: definition: artificial uncertainty 19 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc19 ArtUnc_20: definition: artificial uncertainty 20 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc20 ArtUnc_21: definition: artificial uncertainty 21 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc21 ArtUnc_22: definition: artificial uncertainty 22 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc22 ArtUnc_23: definition: artificial uncertainty 23 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc23 ArtUnc_24: definition: artificial uncertainty 24 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc24 ArtUnc_25: definition: artificial uncertainty 25 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc25 sys,singletop-xsec: definition: '' treatment: MULT diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyt.yaml b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyt.yaml index 88c4480535..5e3e73b496 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyt.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyt.yaml @@ -2,103 +2,103 @@ definitions: ArtUnc_1: definition: artificial uncertainty 1 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc1 ArtUnc_2: definition: artificial uncertainty 2 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc2 ArtUnc_3: definition: artificial uncertainty 3 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc3 ArtUnc_4: definition: artificial uncertainty 4 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc4 ArtUnc_5: definition: artificial uncertainty 5 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc5 ArtUnc_6: definition: artificial uncertainty 6 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc6 ArtUnc_7: definition: artificial uncertainty 7 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc7 ArtUnc_8: definition: artificial uncertainty 8 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc8 ArtUnc_9: definition: artificial uncertainty 9 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc9 ArtUnc_10: definition: artificial uncertainty 10 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc10 ArtUnc_11: definition: artificial uncertainty 11 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc11 ArtUnc_12: definition: artificial uncertainty 12 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc12 ArtUnc_13: definition: artificial uncertainty 13 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc13 ArtUnc_14: definition: artificial uncertainty 14 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc14 ArtUnc_15: definition: artificial uncertainty 15 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc15 ArtUnc_16: definition: artificial uncertainty 16 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc16 ArtUnc_17: definition: artificial uncertainty 17 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc17 ArtUnc_18: definition: artificial uncertainty 18 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc18 ArtUnc_19: definition: artificial uncertainty 19 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc19 ArtUnc_20: definition: artificial uncertainty 20 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc20 ArtUnc_21: definition: artificial uncertainty 21 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc21 ArtUnc_22: definition: artificial uncertainty 22 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc22 ArtUnc_23: definition: artificial uncertainty 23 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc23 ArtUnc_24: definition: artificial uncertainty 24 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc24 ArtUnc_25: definition: artificial uncertainty 25 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc25 sys,singletop-xsec: definition: '' treatment: MULT diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyt_norm.yaml b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyt_norm.yaml index 26d1f26c19..ba1a791a48 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyt_norm.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyt_norm.yaml @@ -2,103 +2,103 @@ definitions: ArtUnc_1: definition: artificial uncertainty 1 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc1 ArtUnc_2: definition: artificial uncertainty 2 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc2 ArtUnc_3: definition: artificial uncertainty 3 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc3 ArtUnc_4: definition: artificial uncertainty 4 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc4 ArtUnc_5: definition: artificial uncertainty 5 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc5 ArtUnc_6: definition: artificial uncertainty 6 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc6 ArtUnc_7: definition: artificial uncertainty 7 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc7 ArtUnc_8: definition: artificial uncertainty 8 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc8 ArtUnc_9: definition: artificial uncertainty 9 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc9 ArtUnc_10: definition: artificial uncertainty 10 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc10 ArtUnc_11: definition: artificial uncertainty 11 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc11 ArtUnc_12: definition: artificial uncertainty 12 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc12 ArtUnc_13: definition: artificial uncertainty 13 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc13 ArtUnc_14: definition: artificial uncertainty 14 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc14 ArtUnc_15: definition: artificial uncertainty 15 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc15 ArtUnc_16: definition: artificial uncertainty 16 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc16 ArtUnc_17: definition: artificial uncertainty 17 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc17 ArtUnc_18: definition: artificial uncertainty 18 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc18 ArtUnc_19: definition: artificial uncertainty 19 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc19 ArtUnc_20: definition: artificial uncertainty 20 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc20 ArtUnc_21: definition: artificial uncertainty 21 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc21 ArtUnc_22: definition: artificial uncertainty 22 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc22 ArtUnc_23: definition: artificial uncertainty 23 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc23 ArtUnc_24: definition: artificial uncertainty 24 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc24 ArtUnc_25: definition: artificial uncertainty 25 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc25 sys,singletop-xsec: definition: '' treatment: MULT diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyttBar.yaml b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyttBar.yaml index 4c47b7a071..5312498dc3 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyttBar.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyttBar.yaml @@ -2,103 +2,103 @@ definitions: ArtUnc_1: definition: artificial uncertainty 1 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc1 ArtUnc_2: definition: artificial uncertainty 2 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc2 ArtUnc_3: definition: artificial uncertainty 3 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc3 ArtUnc_4: definition: artificial uncertainty 4 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc4 ArtUnc_5: definition: artificial uncertainty 5 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc5 ArtUnc_6: definition: artificial uncertainty 6 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc6 ArtUnc_7: definition: artificial uncertainty 7 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc7 ArtUnc_8: definition: artificial uncertainty 8 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc8 ArtUnc_9: definition: artificial uncertainty 9 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc9 ArtUnc_10: definition: artificial uncertainty 10 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc10 ArtUnc_11: definition: artificial uncertainty 11 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc11 ArtUnc_12: definition: artificial uncertainty 12 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc12 ArtUnc_13: definition: artificial uncertainty 13 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc13 ArtUnc_14: definition: artificial uncertainty 14 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc14 ArtUnc_15: definition: artificial uncertainty 15 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc15 ArtUnc_16: definition: artificial uncertainty 16 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc16 ArtUnc_17: definition: artificial uncertainty 17 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc17 ArtUnc_18: definition: artificial uncertainty 18 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc18 ArtUnc_19: definition: artificial uncertainty 19 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc19 ArtUnc_20: definition: artificial uncertainty 20 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc20 ArtUnc_21: definition: artificial uncertainty 21 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc21 ArtUnc_22: definition: artificial uncertainty 22 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc22 ArtUnc_23: definition: artificial uncertainty 23 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc23 ArtUnc_24: definition: artificial uncertainty 24 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc24 ArtUnc_25: definition: artificial uncertainty 25 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc25 sys,singletop-xsec: definition: '' treatment: MULT diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyttBar_norm.yaml b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyttBar_norm.yaml index f363921a5f..5dd88befda 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyttBar_norm.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/uncertainties_dSig_dyttBar_norm.yaml @@ -2,103 +2,103 @@ definitions: ArtUnc_1: definition: artificial uncertainty 1 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc1 ArtUnc_2: definition: artificial uncertainty 2 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc2 ArtUnc_3: definition: artificial uncertainty 3 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc3 ArtUnc_4: definition: artificial uncertainty 4 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc4 ArtUnc_5: definition: artificial uncertainty 5 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc5 ArtUnc_6: definition: artificial uncertainty 6 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc6 ArtUnc_7: definition: artificial uncertainty 7 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc7 ArtUnc_8: definition: artificial uncertainty 8 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc8 ArtUnc_9: definition: artificial uncertainty 9 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc9 ArtUnc_10: definition: artificial uncertainty 10 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc10 ArtUnc_11: definition: artificial uncertainty 11 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc11 ArtUnc_12: definition: artificial uncertainty 12 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc12 ArtUnc_13: definition: artificial uncertainty 13 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc13 ArtUnc_14: definition: artificial uncertainty 14 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc14 ArtUnc_15: definition: artificial uncertainty 15 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc15 ArtUnc_16: definition: artificial uncertainty 16 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc16 ArtUnc_17: definition: artificial uncertainty 17 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc17 ArtUnc_18: definition: artificial uncertainty 18 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc18 ArtUnc_19: definition: artificial uncertainty 19 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc19 ArtUnc_20: definition: artificial uncertainty 20 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc20 ArtUnc_21: definition: artificial uncertainty 21 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc21 ArtUnc_22: definition: artificial uncertainty 22 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc22 ArtUnc_23: definition: artificial uncertainty 23 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc23 ArtUnc_24: definition: artificial uncertainty 24 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc24 ArtUnc_25: definition: artificial uncertainty 25 treatment: ADD - type: ATLAS8TEVTTB151104716 + type: ATLAS8TEVTTB151104716unc25 sys,singletop-xsec: definition: '' treatment: MULT diff --git a/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/utils.py b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/utils.py new file mode 100644 index 0000000000..4fac235055 --- /dev/null +++ b/validphys2/src/validphys/datafiles/new_commondata/ATLAS_TTBAR_8TEV_LJ_DIF/utils.py @@ -0,0 +1,361 @@ +""" +Python utilities for commondata implementation. + +This module provides helpful functions that automate a few +tasks that are regularly needed for the implementation of +experimental data to the commondata format. If there are +any additional functions that could be added here as they +could simplify some repetitve tasks, please do suggest. + +Before the usage of any functions, it is recommended to read +the docstrings of the function to understand the inputs and +outputs. + +@author: Tanishq Sharma +""" + +import numpy as np + +from math import sqrt +from numpy.linalg import eig + +def symmetrize_errors(delta_plus, delta_minus): + r"""Compute the symmterized uncertainty and the shift in data point. + + Parameters + ---------- + delta_plus : float + The top/plus uncertainty with sign + delta_minus : float + The bottom/minus uncertainty with sign + + Returns + ------- + se_delta : float + The value to be added to the data point + se_sigma : float + The symmetrized uncertainty to be used in commondata + + """ + semi_diff = (delta_plus + delta_minus)/2 + average = (delta_plus - delta_minus)/2 + se_delta = semi_diff + se_sigma = sqrt(average*average + 2*semi_diff*semi_diff) + return se_delta, se_sigma + +def percentage_to_absolute(percentage, value): + r"""Compute the absolute value of uncertainty from percentage. + + Parameters + ---------- + percentage : string/float + Experimental datasets can provide the percentage + uncertainties with a % sign or without one. + The function will autostrip % sign and convert to + a float type in case the percentage uncertainty + comes with a % sign. Else, it will directly perform + the computation. + value : float + The data point + + Returns + ------- + absolute : float + The absolute value of the uncertainty + + """ + if type(percentage) is str: + percentage = float(percentage.replace("%", "")) + absolute = percentage * value * 0.01 + return absolute + else: + absolute = percentage * value * 0.01 + return absolute + +def cormat_to_covmat(err_list, cormat_list): + r"""Convert correlation matrix elements to covariance + matrix elements. + + Parameters + ---------- + err_list : list + A one dimensional list which contains the uncertainty + associated to each data point in order. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(err_list) + b = i % len(err_list) + covmat_list.append(cormat_list[i] * err_list[a] * err_list[b]) + return covmat_list + +def covmat_to_artunc(ndata, covmat_list, no_of_norm_mat=0): + r"""Convert the covariance matrix to a matrix of + artificial uncertainties. + + Parameters + ---------- + ndata : integer + Number of data points + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + no_of_norm_mat : int + Normalized covariance matrices may have an eigenvalue + of 0 due to the last data point not being linearly + independent. To allow for this, the user should input + the number of normalized matrices that are being treated + in an instance. For example, if a single covariance matrix + of a normalized distribution is being processed, the input + would be 1. If a covariance matrix contains pertains to + 3 normalized datasets (i.e. cross covmat for 3 + distributions), the input would be 3. The default value is + 0 for when the covariance matrix pertains to an absolute + distribution. + + Returns + ------- + artunc : list + A two dimensional matrix (given as a list of lists) + which contains artificial uncertainties to be added + to the commondata. i^th row (or list) contains the + artificial uncertainties of the i^th data point. + + """ + epsilon = -0.0000000001 + neg_eval_count = 0 + psd_check = True + covmat = np.zeros((ndata, ndata)) + artunc = np.zeros((ndata, ndata)) + for i in range(len(covmat_list)): + a = i // ndata + b = i % ndata + covmat[a][b] = covmat_list[i] + eigval, eigvec = eig(covmat) + for j in range(len(eigval)): + if eigval[j] < epsilon: + psd_check = False + elif eigval[j] > epsilon and eigval[j] <= 0: + neg_eval_count = neg_eval_count + 1 + if neg_eval_count == (no_of_norm_mat + 1): + psd_check = False + elif eigval[j] > 0: + continue + if psd_check == False: + raise ValueError('The covariance matrix is not positive-semidefinite') + else: + for i in range(ndata): + for j in range(ndata): + if eigval[j] < 0: + continue + else: + artunc[i][j] = eigvec[i][j] * sqrt(eigval[j]) + return artunc.tolist() + +def cross_cormat_to_covmat(row_err_list, col_err_list, cormat_list): + r"""Convert cross correlation matrix elements + (i.e. those between different different variables or + observables) to covariance matrix elements. + + Parameters + ---------- + row_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the vertical axis. + col_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the horizontal axis. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(col_err_list) + b = i % len(col_err_list) + covmat_list.append(cormat_list[i] * row_err_list[a] * col_err_list[b]) + return covmat_list + +def matlist_to_matrix(rows, columns, mat_list): + r"""Convert a 1d list to a 2d matrix. + + Note: This utils function is not strictly needed for + data implementation, however, it is provided for + the aid of the user due to how matrices are treated + throughout all the other functions. This function + allows the user to convert a list that contains the + elemnets of matrix row by row to a proper matrix, if + need be for any reason. + + Parameters + ---------- + rows : int + No. of rows in the matrix + columns : int + No. of columns in the matrix + mat_list : list + A one dimensional list which contains the elements of + the matrix row by row. + + Returns + ------- + matrix : numpy.ndarray + The matrix as a numpy 2d array. + + """ + if rows * columns == len(mat_list): + matrix = np.zeros((rows, columns)) + for i in range(rows): + for j in range(columns): + matrix[i][j] = mat_list[j + i * columns] + matrix = np.array(matrix) + return matrix + else: + raise Exception('rows * columns != len(mat_list)') + +def concat_matrices(rows, columns, list_of_matrices): + r"""Join smaller matrices into a large matrix. + + This function aims to simplify the process of joining multiple + smaller matrices into one large matrix. Such a need could arise, + for instance, when cross variable covariance matrices are provided + but the user needs to join all the matrices to generate the full + covariance matrix corresponding to the entire dataset. + + Parameters + ---------- + rows : int + No. of rows of matrices to be concatenated. E.g., if 6 + matrices: A, B, C, D, E, F need to be joined as + [[A, B, C], + [D, E, F]], + the number of rows would be 2. + columns : int + No. of columns of matrices to be concatenated. In the + above example, this would be 3. + list_of_matrices : list + A list of the matrices that have to concatenated row by + row. In the above example, this would be [A, B, C, D, E, F]. + The matrices themselves need to be provided as a list of lists, + or a numpy 2d array. If the user has the matrix in a 1d row by + row form, use matList_to_matrix() to convert it. It is assumed + the user verifies that all the input matrices have the correct + dimensions. Matrices with incompatible dimensions will lead to + undesired behavior. + + Returns + ------- + final_mat_list : list + A one dimensional list which contains the elements of + the final, fully concatenated matrix row by row. + + """ + for i in range(len(list_of_matrices)): + list_of_matrices[i] = np.array(list_of_matrices[i]) + col_list = [] + for i in range(rows): + row_list = [] + for j in range(columns): + row_list.append(list_of_matrices[j + i * columns]) + col_list.append(np.concatenate(tuple(row_list), axis=1)) + final_mat = np.concatenate(tuple(col_list), axis=0) + final_mat_list = [] + for i in range(len(final_mat)): + for j in range(len(final_mat[i])): + final_mat_list.append(final_mat[i][j]) + return final_mat_list + +def trimat_to_fullmat(mode, tri_mat_list): + r"""Convert a list of values of a triangular matrix + to a symmetric matrix. + + Experimental datasets can provide the entries of + correlation or covariance matrices as a triangular + matrix, as these matrices are symmetric by their + very nature. This function can convert these list to + a complete symmetric matrix, that can be used for the + dataset implementation. + + mode : bool + Enter 0 or 1 based on the following scenarios: + Use mode 0 if matrix entries are given row by + row such as: + 0 1 2 3 + 4 5 6 + 7 8 + 9 + Use mode 1 if the matrix entries are given column + by column such as: + 0 1 3 6 + 2 4 7 + 5 8 + 9 + Please note that the numbers above (0-9) are not + entries of the matrix but rather the index of the + entries of the list which contains the elements of + the triangular matrix. + tri_mat_list : list + A list containing the elements of the triangular matrix, + for example, for a 4*4 matrix, the list of + triangular matrix entries could be: + [a, b, c, d, e, f, g, h, i, j] + + Returns + ------- + mat_list : list + A one dimensional list which contains the elements of + the fully populated, symmetric matrix row by row. + + """ + dim = int((np.sqrt(1 + 8*len(tri_mat_list)) - 1)/2) + matrix = np.zeros((dim, dim)) + if mode == 0: + for i in range(dim): + for j in range(i + 1): + list_el = len(tri_mat_list) - 1 - ((i*(i + 1))//2 + j) + if i == j: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + else: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + matrix[dim - 1 - j][dim - 1 - i] = tri_mat_list[list_el] + elif mode == 1: + for i in range(dim): + for j in range(i + 1): + list_el = (i*(i + 1))//2 + j + if i == j: + matrix[i][j] = tri_mat_list[list_el] + else: + matrix[i][j] = tri_mat_list[list_el] + matrix[j][i] = tri_mat_list[list_el] + else: + raise Exception('Mode should be 0 or 1, refer to the function for usage') + mat_list = [] + for i in range(dim): + for j in range(dim): + mat_list.append(matrix[i][j]) + return mat_list \ No newline at end of file diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/artUnc.py b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/artUnc.py index 72af39d851..402e3af0c6 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/artUnc.py +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/artUnc.py @@ -1,7 +1,7 @@ import yaml import numpy -from validphys.commondata_utils import covmat_to_artunc as cta -from validphys.commondata_utils import percentage_to_absolute as pta +from utils import covmat_to_artunc as cta +from utils import percentage_to_absolute as pta def artunc(): diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/filter.py b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/filter.py index 2d0763a21c..3904a2e3a7 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/filter.py +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/filter.py @@ -1,7 +1,7 @@ import artUnc import yaml -from validphys.commondata_utils import percentage_to_absolute as pta -from validphys.commondata_utils import symmetrize_errors as se +from utils import percentage_to_absolute as pta +from utils import symmetrize_errors as se from math import sqrt def processData(): @@ -114,7 +114,7 @@ def processData(): } for i in range(96): - error_definition['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'H1JETS161103421'} + error_definition['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'H1JETS161103421unc'+str(i+1)} data_central_yaml = {'data_central': data_central} kinematics_yaml = {'bins': kin} @@ -214,7 +214,7 @@ def processData(): } for i in range(96): - error_definition_norm['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'H1JETS161103421NORM'} + error_definition_norm['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'H1JETS161103421NORMunc'+str(i+1)} data_central_norm_yaml = {'data_central': data_central_norm} kinematics_norm_yaml = {'bins': kin_norm} diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/uncertainties.yaml b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/uncertainties.yaml index 9a8af214f9..a320b41333 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/uncertainties.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/uncertainties.yaml @@ -62,387 +62,387 @@ definitions: ArtUnc_1: description: artificial uncertainty 1 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc1 ArtUnc_2: description: artificial uncertainty 2 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc2 ArtUnc_3: description: artificial uncertainty 3 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc3 ArtUnc_4: description: artificial uncertainty 4 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc4 ArtUnc_5: description: artificial uncertainty 5 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc5 ArtUnc_6: description: artificial uncertainty 6 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc6 ArtUnc_7: description: artificial uncertainty 7 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc7 ArtUnc_8: description: artificial uncertainty 8 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc8 ArtUnc_9: description: artificial uncertainty 9 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc9 ArtUnc_10: description: artificial uncertainty 10 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc10 ArtUnc_11: description: artificial uncertainty 11 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc11 ArtUnc_12: description: artificial uncertainty 12 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc12 ArtUnc_13: description: artificial uncertainty 13 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc13 ArtUnc_14: description: artificial uncertainty 14 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc14 ArtUnc_15: description: artificial uncertainty 15 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc15 ArtUnc_16: description: artificial uncertainty 16 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc16 ArtUnc_17: description: artificial uncertainty 17 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc17 ArtUnc_18: description: artificial uncertainty 18 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc18 ArtUnc_19: description: artificial uncertainty 19 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc19 ArtUnc_20: description: artificial uncertainty 20 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc20 ArtUnc_21: description: artificial uncertainty 21 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc21 ArtUnc_22: description: artificial uncertainty 22 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc22 ArtUnc_23: description: artificial uncertainty 23 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc23 ArtUnc_24: description: artificial uncertainty 24 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc24 ArtUnc_25: description: artificial uncertainty 25 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc25 ArtUnc_26: description: artificial uncertainty 26 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc26 ArtUnc_27: description: artificial uncertainty 27 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc27 ArtUnc_28: description: artificial uncertainty 28 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc28 ArtUnc_29: description: artificial uncertainty 29 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc29 ArtUnc_30: description: artificial uncertainty 30 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc30 ArtUnc_31: description: artificial uncertainty 31 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc31 ArtUnc_32: description: artificial uncertainty 32 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc32 ArtUnc_33: description: artificial uncertainty 33 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc33 ArtUnc_34: description: artificial uncertainty 34 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc34 ArtUnc_35: description: artificial uncertainty 35 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc35 ArtUnc_36: description: artificial uncertainty 36 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc36 ArtUnc_37: description: artificial uncertainty 37 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc37 ArtUnc_38: description: artificial uncertainty 38 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc38 ArtUnc_39: description: artificial uncertainty 39 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc39 ArtUnc_40: description: artificial uncertainty 40 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc40 ArtUnc_41: description: artificial uncertainty 41 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc41 ArtUnc_42: description: artificial uncertainty 42 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc42 ArtUnc_43: description: artificial uncertainty 43 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc43 ArtUnc_44: description: artificial uncertainty 44 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc44 ArtUnc_45: description: artificial uncertainty 45 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc45 ArtUnc_46: description: artificial uncertainty 46 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc46 ArtUnc_47: description: artificial uncertainty 47 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc47 ArtUnc_48: description: artificial uncertainty 48 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc48 ArtUnc_49: description: artificial uncertainty 49 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc49 ArtUnc_50: description: artificial uncertainty 50 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc50 ArtUnc_51: description: artificial uncertainty 51 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc51 ArtUnc_52: description: artificial uncertainty 52 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc52 ArtUnc_53: description: artificial uncertainty 53 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc53 ArtUnc_54: description: artificial uncertainty 54 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc54 ArtUnc_55: description: artificial uncertainty 55 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc55 ArtUnc_56: description: artificial uncertainty 56 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc56 ArtUnc_57: description: artificial uncertainty 57 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc57 ArtUnc_58: description: artificial uncertainty 58 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc58 ArtUnc_59: description: artificial uncertainty 59 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc59 ArtUnc_60: description: artificial uncertainty 60 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc60 ArtUnc_61: description: artificial uncertainty 61 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc61 ArtUnc_62: description: artificial uncertainty 62 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc62 ArtUnc_63: description: artificial uncertainty 63 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc63 ArtUnc_64: description: artificial uncertainty 64 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc64 ArtUnc_65: description: artificial uncertainty 65 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc65 ArtUnc_66: description: artificial uncertainty 66 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc66 ArtUnc_67: description: artificial uncertainty 67 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc67 ArtUnc_68: description: artificial uncertainty 68 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc68 ArtUnc_69: description: artificial uncertainty 69 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc69 ArtUnc_70: description: artificial uncertainty 70 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc70 ArtUnc_71: description: artificial uncertainty 71 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc71 ArtUnc_72: description: artificial uncertainty 72 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc72 ArtUnc_73: description: artificial uncertainty 73 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc73 ArtUnc_74: description: artificial uncertainty 74 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc74 ArtUnc_75: description: artificial uncertainty 75 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc75 ArtUnc_76: description: artificial uncertainty 76 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc76 ArtUnc_77: description: artificial uncertainty 77 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc77 ArtUnc_78: description: artificial uncertainty 78 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc78 ArtUnc_79: description: artificial uncertainty 79 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc79 ArtUnc_80: description: artificial uncertainty 80 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc80 ArtUnc_81: description: artificial uncertainty 81 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc81 ArtUnc_82: description: artificial uncertainty 82 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc82 ArtUnc_83: description: artificial uncertainty 83 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc83 ArtUnc_84: description: artificial uncertainty 84 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc84 ArtUnc_85: description: artificial uncertainty 85 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc85 ArtUnc_86: description: artificial uncertainty 86 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc86 ArtUnc_87: description: artificial uncertainty 87 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc87 ArtUnc_88: description: artificial uncertainty 88 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc88 ArtUnc_89: description: artificial uncertainty 89 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc89 ArtUnc_90: description: artificial uncertainty 90 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc90 ArtUnc_91: description: artificial uncertainty 91 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc91 ArtUnc_92: description: artificial uncertainty 92 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc92 ArtUnc_93: description: artificial uncertainty 93 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc93 ArtUnc_94: description: artificial uncertainty 94 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc94 ArtUnc_95: description: artificial uncertainty 95 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc95 ArtUnc_96: description: artificial uncertainty 96 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc96 bins: - stat: 0 Uncorr: 15.0 @@ -459,102 +459,102 @@ bins: ModelRW_2: 12.09152595828996 JES_1: 11.549391217722254 JES_2: 11.549391217722254 - ArtUnc_1: 28.53461948130384 - ArtUnc_2: -7.123863967078527 - ArtUnc_3: -2.718126555131723 - ArtUnc_4: -0.38992848761021287 - ArtUnc_5: -0.0067074637807442525 - ArtUnc_6: 0.008283999205216913 - ArtUnc_7: -0.0007567391512449102 - ArtUnc_8: 0.2785588228961477 - ArtUnc_9: 0.0015553697559489398 - ArtUnc_10: 0.6841040029689238 - ArtUnc_11: 0.27039826133315903 - ArtUnc_12: -0.025771205810183807 - ArtUnc_13: -0.2019651073492938 - ArtUnc_14: -0.06124574938371301 - ArtUnc_15: -0.13733988140609574 - ArtUnc_16: 0.055592506460016365 - ArtUnc_17: 0.03891494291030174 - ArtUnc_18: -0.022439546494829106 - ArtUnc_19: 0.004613609699705377 - ArtUnc_20: 0.005955233470981325 - ArtUnc_21: -0.000919797110477942 - ArtUnc_22: -0.001561310882612792 - ArtUnc_23: 0.0005657803910753065 - ArtUnc_24: 0.00013845948901261996 - ArtUnc_25: -0.0015884893142737797 - ArtUnc_26: -0.002799873191823955 - ArtUnc_27: -0.012058199532830136 - ArtUnc_28: -0.0010435302393417775 - ArtUnc_29: 0.0008423840084403705 - ArtUnc_30: 0.00685468575650593 - ArtUnc_31: -0.0006563809746295895 - ArtUnc_32: -0.0033977228069870455 - ArtUnc_33: -0.001355084387744165 - ArtUnc_34: 0.0018974214458764834 - ArtUnc_35: 0.0033135972302499035 - ArtUnc_36: -0.0011026071913300026 - 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ArtUnc_83: -0.006403768686471259 - ArtUnc_84: -0.017996315182303758 - ArtUnc_85: 0.004758655675668418 - ArtUnc_86: -0.0433753782945244 - ArtUnc_87: 0.02937958362476692 - ArtUnc_88: 0.0073881170622491854 - ArtUnc_89: -0.030648055619916185 - ArtUnc_90: -0.013312031052442995 - ArtUnc_91: 0.0008653673756016006 - ArtUnc_92: 0.005074421813299009 - ArtUnc_93: 0.0028297512649376163 - ArtUnc_94: -0.0001033480450327636 - ArtUnc_95: 0.0007635967238544992 - ArtUnc_96: 0.001045600489105708 + ArtUnc_1: -8.737694534121229e-10 + ArtUnc_2: 1.6464594064326736e-09 + ArtUnc_3: 1.5950511990295304e-09 + ArtUnc_4: 1.3040974115525698e-10 + ArtUnc_5: 5.508080194611627e-10 + ArtUnc_6: 3.7671139816293967e-10 + ArtUnc_7: 1.2766550907783893e-11 + ArtUnc_8: -1.8318554335628124e-07 + ArtUnc_9: -7.598415241707395e-10 + ArtUnc_10: 3.172515480713788e-07 + ArtUnc_11: 2.644748786934402e-07 + ArtUnc_12: -5.490758663839249e-08 + ArtUnc_13: -2.718473923425416e-07 + ArtUnc_14: -9.213717981691248e-08 + ArtUnc_15: -2.724363299357123e-07 + ArtUnc_16: 1.2069090292989235e-07 + ArtUnc_17: -9.887766630843156e-08 + ArtUnc_18: 6.492169166509936e-08 + ArtUnc_19: -1.0089425732864725e-08 + ArtUnc_20: -3.7827776916724463e-08 + ArtUnc_21: -2.494253881503824e-08 + ArtUnc_22: 7.18207777277124e-09 + ArtUnc_23: 4.737266987816121e-09 + ArtUnc_24: -2.6786010019964452e-09 + ArtUnc_25: 2.9575991000873583e-06 + ArtUnc_26: -2.4109347240891293e-06 + ArtUnc_27: -1.958960032609601e-05 + ArtUnc_28: 2.1605117264882275e-06 + ArtUnc_29: 1.866721069826176e-06 + ArtUnc_30: -8.22057669927223e-06 + ArtUnc_31: 3.1484995192426904e-07 + ArtUnc_32: 3.566962795179308e-06 + ArtUnc_33: 9.910532595307408e-07 + ArtUnc_34: 2.229321892986007e-06 + ArtUnc_35: 3.9884951668698356e-06 + ArtUnc_36: 2.166989013651135e-06 + ArtUnc_37: 6.645354509858519e-07 + ArtUnc_38: -1.137071138773637e-06 + ArtUnc_39: -6.259626810669443e-07 + ArtUnc_40: -1.139598981579064e-07 + ArtUnc_41: -0.0011137227426165804 + ArtUnc_42: 0.001141607145327739 + ArtUnc_43: 0.0008346508307614627 + ArtUnc_44: 8.601943478581479e-05 + ArtUnc_45: 0.0005798205279119543 + ArtUnc_46: 0.0004383472277824721 + ArtUnc_47: -0.00012074281722239596 + ArtUnc_48: 0.000552874931580836 + ArtUnc_49: -0.00017207676192544896 + ArtUnc_50: -0.0004507527380131608 + ArtUnc_51: 2.508999491499608e-05 + ArtUnc_52: -4.8123543900225626e-05 + ArtUnc_53: -0.0004876302466361276 + ArtUnc_54: 0.00018684558503821334 + ArtUnc_55: 0.00015388762592659022 + ArtUnc_56: -1.8186981887229775e-05 + ArtUnc_57: -0.004004969220651377 + ArtUnc_58: 0.003607266408108926 + ArtUnc_59: 0.004505974454370048 + ArtUnc_60: 0.001345496970059587 + ArtUnc_61: -0.0008187221344207724 + ArtUnc_62: -0.0003112304944000799 + ArtUnc_63: 0.0002862908683742685 + ArtUnc_64: -0.0003152481406459922 + ArtUnc_65: 0.0003683638836481357 + ArtUnc_66: 0.0002982348981041299 + ArtUnc_67: -0.0001502387558411166 + ArtUnc_68: -0.0006147404317045237 + ArtUnc_69: -0.0005233603568172246 + ArtUnc_70: 0.00019697460472897514 + ArtUnc_71: -8.244916610588482e-05 + ArtUnc_72: 0.00014985939363457848 + ArtUnc_73: 0.0038048183334672874 + ArtUnc_74: -0.0007028573295874387 + ArtUnc_75: 0.0011840866023422926 + ArtUnc_76: 0.02835348160110081 + ArtUnc_77: -0.005216149143439307 + ArtUnc_78: 0.06222596545671097 + ArtUnc_79: 0.015037693794521264 + ArtUnc_80: -0.026302069053068946 + ArtUnc_81: 0.01476780276571734 + ArtUnc_82: -1.1729779388745412e-06 + ArtUnc_83: -0.006403768686471221 + ArtUnc_84: -0.017996315182303557 + ArtUnc_85: 0.004758655675668427 + ArtUnc_86: -0.005074421813299028 + ArtUnc_87: -0.002829751264937561 + ArtUnc_88: -0.04337537829452347 + ArtUnc_89: -0.029379583624767714 + ArtUnc_90: 0.007388117062249002 + ArtUnc_91: -0.0007635967238545224 + ArtUnc_92: -0.00010334804503274076 + ArtUnc_93: -0.030648055619916178 + ArtUnc_94: 0.01331203105244284 + ArtUnc_95: 0.0008653673756013533 + ArtUnc_96: 0.001045600489105698 diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/uncertainties_norm.yaml b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/uncertainties_norm.yaml index 157ea7a636..bd557e917e 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/uncertainties_norm.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_290PB-1_DIF/uncertainties_norm.yaml @@ -62,387 +62,387 @@ definitions: ArtUnc_1: description: artificial uncertainty 1 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc1 ArtUnc_2: description: artificial uncertainty 2 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc2 ArtUnc_3: description: artificial uncertainty 3 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc3 ArtUnc_4: description: artificial uncertainty 4 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc4 ArtUnc_5: description: artificial uncertainty 5 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc5 ArtUnc_6: description: artificial uncertainty 6 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc6 ArtUnc_7: description: artificial uncertainty 7 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc7 ArtUnc_8: description: artificial uncertainty 8 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc8 ArtUnc_9: description: artificial uncertainty 9 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc9 ArtUnc_10: description: artificial uncertainty 10 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc10 ArtUnc_11: description: artificial uncertainty 11 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc11 ArtUnc_12: description: artificial uncertainty 12 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc12 ArtUnc_13: description: artificial uncertainty 13 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc13 ArtUnc_14: description: artificial uncertainty 14 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc14 ArtUnc_15: description: artificial uncertainty 15 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc15 ArtUnc_16: description: artificial uncertainty 16 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc16 ArtUnc_17: description: artificial uncertainty 17 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc17 ArtUnc_18: description: artificial uncertainty 18 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc18 ArtUnc_19: description: artificial uncertainty 19 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc19 ArtUnc_20: description: artificial uncertainty 20 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc20 ArtUnc_21: description: artificial uncertainty 21 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc21 ArtUnc_22: description: artificial uncertainty 22 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc22 ArtUnc_23: description: artificial uncertainty 23 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc23 ArtUnc_24: description: artificial uncertainty 24 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc24 ArtUnc_25: description: artificial uncertainty 25 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc25 ArtUnc_26: description: artificial uncertainty 26 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc26 ArtUnc_27: description: artificial uncertainty 27 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc27 ArtUnc_28: description: artificial uncertainty 28 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc28 ArtUnc_29: description: artificial uncertainty 29 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc29 ArtUnc_30: description: artificial uncertainty 30 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc30 ArtUnc_31: description: artificial uncertainty 31 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc31 ArtUnc_32: description: artificial uncertainty 32 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc32 ArtUnc_33: description: artificial uncertainty 33 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc33 ArtUnc_34: description: artificial uncertainty 34 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc34 ArtUnc_35: description: artificial uncertainty 35 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc35 ArtUnc_36: description: artificial uncertainty 36 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc36 ArtUnc_37: description: artificial uncertainty 37 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc37 ArtUnc_38: description: artificial uncertainty 38 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc38 ArtUnc_39: description: artificial uncertainty 39 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc39 ArtUnc_40: description: artificial uncertainty 40 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc40 ArtUnc_41: description: artificial uncertainty 41 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc41 ArtUnc_42: description: artificial uncertainty 42 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc42 ArtUnc_43: description: artificial uncertainty 43 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc43 ArtUnc_44: description: artificial uncertainty 44 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc44 ArtUnc_45: description: artificial uncertainty 45 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc45 ArtUnc_46: description: artificial uncertainty 46 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc46 ArtUnc_47: description: artificial uncertainty 47 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc47 ArtUnc_48: description: artificial uncertainty 48 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc48 ArtUnc_49: description: artificial uncertainty 49 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc49 ArtUnc_50: description: artificial uncertainty 50 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc50 ArtUnc_51: description: artificial uncertainty 51 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc51 ArtUnc_52: description: artificial uncertainty 52 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc52 ArtUnc_53: description: artificial uncertainty 53 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc53 ArtUnc_54: description: artificial uncertainty 54 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc54 ArtUnc_55: description: artificial uncertainty 55 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc55 ArtUnc_56: description: artificial uncertainty 56 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc56 ArtUnc_57: description: artificial uncertainty 57 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc57 ArtUnc_58: description: artificial uncertainty 58 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc58 ArtUnc_59: description: artificial uncertainty 59 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc59 ArtUnc_60: description: artificial uncertainty 60 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc60 ArtUnc_61: description: artificial uncertainty 61 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc61 ArtUnc_62: description: artificial uncertainty 62 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc62 ArtUnc_63: description: artificial uncertainty 63 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc63 ArtUnc_64: description: artificial uncertainty 64 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc64 ArtUnc_65: description: artificial uncertainty 65 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc65 ArtUnc_66: description: artificial uncertainty 66 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc66 ArtUnc_67: description: artificial uncertainty 67 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc67 ArtUnc_68: description: artificial uncertainty 68 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc68 ArtUnc_69: description: artificial uncertainty 69 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc69 ArtUnc_70: description: artificial uncertainty 70 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc70 ArtUnc_71: description: artificial uncertainty 71 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc71 ArtUnc_72: description: artificial uncertainty 72 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc72 ArtUnc_73: description: artificial uncertainty 73 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc73 ArtUnc_74: description: artificial uncertainty 74 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc74 ArtUnc_75: description: artificial uncertainty 75 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc75 ArtUnc_76: description: artificial uncertainty 76 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc76 ArtUnc_77: description: artificial uncertainty 77 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc77 ArtUnc_78: description: artificial uncertainty 78 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc78 ArtUnc_79: description: artificial uncertainty 79 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc79 ArtUnc_80: description: artificial uncertainty 80 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc80 ArtUnc_81: description: artificial uncertainty 81 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc81 ArtUnc_82: description: artificial uncertainty 82 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc82 ArtUnc_83: description: artificial uncertainty 83 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc83 ArtUnc_84: description: artificial uncertainty 84 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc84 ArtUnc_85: description: artificial uncertainty 85 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc85 ArtUnc_86: description: artificial uncertainty 86 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc86 ArtUnc_87: description: artificial uncertainty 87 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc87 ArtUnc_88: description: artificial uncertainty 88 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc88 ArtUnc_89: description: artificial uncertainty 89 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc89 ArtUnc_90: description: artificial uncertainty 90 treatment: ADD - 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If there are +any additional functions that could be added here as they +could simplify some repetitve tasks, please do suggest. + +Before the usage of any functions, it is recommended to read +the docstrings of the function to understand the inputs and +outputs. + +@author: Tanishq Sharma +""" + +import numpy as np + +from math import sqrt +from numpy.linalg import eig + +def symmetrize_errors(delta_plus, delta_minus): + r"""Compute the symmterized uncertainty and the shift in data point. + + Parameters + ---------- + delta_plus : float + The top/plus uncertainty with sign + delta_minus : float + The bottom/minus uncertainty with sign + + Returns + ------- + se_delta : float + The value to be added to the data point + se_sigma : float + The symmetrized uncertainty to be used in commondata + + """ + semi_diff = (delta_plus + delta_minus)/2 + average = (delta_plus - delta_minus)/2 + se_delta = semi_diff + se_sigma = sqrt(average*average + 2*semi_diff*semi_diff) + return se_delta, se_sigma + +def percentage_to_absolute(percentage, value): + r"""Compute the absolute value of uncertainty from percentage. + + Parameters + ---------- + percentage : string/float + Experimental datasets can provide the percentage + uncertainties with a % sign or without one. + The function will autostrip % sign and convert to + a float type in case the percentage uncertainty + comes with a % sign. Else, it will directly perform + the computation. + value : float + The data point + + Returns + ------- + absolute : float + The absolute value of the uncertainty + + """ + if type(percentage) is str: + percentage = float(percentage.replace("%", "")) + absolute = percentage * value * 0.01 + return absolute + else: + absolute = percentage * value * 0.01 + return absolute + +def cormat_to_covmat(err_list, cormat_list): + r"""Convert correlation matrix elements to covariance + matrix elements. + + Parameters + ---------- + err_list : list + A one dimensional list which contains the uncertainty + associated to each data point in order. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(err_list) + b = i % len(err_list) + covmat_list.append(cormat_list[i] * err_list[a] * err_list[b]) + return covmat_list + +def covmat_to_artunc(ndata, covmat_list, no_of_norm_mat=0): + r"""Convert the covariance matrix to a matrix of + artificial uncertainties. + + Parameters + ---------- + ndata : integer + Number of data points + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + no_of_norm_mat : int + Normalized covariance matrices may have an eigenvalue + of 0 due to the last data point not being linearly + independent. To allow for this, the user should input + the number of normalized matrices that are being treated + in an instance. For example, if a single covariance matrix + of a normalized distribution is being processed, the input + would be 1. If a covariance matrix contains pertains to + 3 normalized datasets (i.e. cross covmat for 3 + distributions), the input would be 3. The default value is + 0 for when the covariance matrix pertains to an absolute + distribution. + + Returns + ------- + artunc : list + A two dimensional matrix (given as a list of lists) + which contains artificial uncertainties to be added + to the commondata. i^th row (or list) contains the + artificial uncertainties of the i^th data point. + + """ + epsilon = -0.0000000001 + neg_eval_count = 0 + psd_check = True + covmat = np.zeros((ndata, ndata)) + artunc = np.zeros((ndata, ndata)) + for i in range(len(covmat_list)): + a = i // ndata + b = i % ndata + covmat[a][b] = covmat_list[i] + eigval, eigvec = eig(covmat) + for j in range(len(eigval)): + if eigval[j] < epsilon: + psd_check = False + elif eigval[j] > epsilon and eigval[j] <= 0: + neg_eval_count = neg_eval_count + 1 + if neg_eval_count == (no_of_norm_mat + 1): + psd_check = False + elif eigval[j] > 0: + continue + if psd_check == False: + raise ValueError('The covariance matrix is not positive-semidefinite') + else: + for i in range(ndata): + for j in range(ndata): + if eigval[j] < 0: + continue + else: + artunc[i][j] = eigvec[i][j] * sqrt(eigval[j]) + return artunc.tolist() + +def cross_cormat_to_covmat(row_err_list, col_err_list, cormat_list): + r"""Convert cross correlation matrix elements + (i.e. those between different different variables or + observables) to covariance matrix elements. + + Parameters + ---------- + row_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the vertical axis. + col_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the horizontal axis. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(col_err_list) + b = i % len(col_err_list) + covmat_list.append(cormat_list[i] * row_err_list[a] * col_err_list[b]) + return covmat_list + +def matlist_to_matrix(rows, columns, mat_list): + r"""Convert a 1d list to a 2d matrix. + + Note: This utils function is not strictly needed for + data implementation, however, it is provided for + the aid of the user due to how matrices are treated + throughout all the other functions. This function + allows the user to convert a list that contains the + elemnets of matrix row by row to a proper matrix, if + need be for any reason. + + Parameters + ---------- + rows : int + No. of rows in the matrix + columns : int + No. of columns in the matrix + mat_list : list + A one dimensional list which contains the elements of + the matrix row by row. + + Returns + ------- + matrix : numpy.ndarray + The matrix as a numpy 2d array. + + """ + if rows * columns == len(mat_list): + matrix = np.zeros((rows, columns)) + for i in range(rows): + for j in range(columns): + matrix[i][j] = mat_list[j + i * columns] + matrix = np.array(matrix) + return matrix + else: + raise Exception('rows * columns != len(mat_list)') + +def concat_matrices(rows, columns, list_of_matrices): + r"""Join smaller matrices into a large matrix. + + This function aims to simplify the process of joining multiple + smaller matrices into one large matrix. Such a need could arise, + for instance, when cross variable covariance matrices are provided + but the user needs to join all the matrices to generate the full + covariance matrix corresponding to the entire dataset. + + Parameters + ---------- + rows : int + No. of rows of matrices to be concatenated. E.g., if 6 + matrices: A, B, C, D, E, F need to be joined as + [[A, B, C], + [D, E, F]], + the number of rows would be 2. + columns : int + No. of columns of matrices to be concatenated. In the + above example, this would be 3. + list_of_matrices : list + A list of the matrices that have to concatenated row by + row. In the above example, this would be [A, B, C, D, E, F]. + The matrices themselves need to be provided as a list of lists, + or a numpy 2d array. If the user has the matrix in a 1d row by + row form, use matList_to_matrix() to convert it. It is assumed + the user verifies that all the input matrices have the correct + dimensions. Matrices with incompatible dimensions will lead to + undesired behavior. + + Returns + ------- + final_mat_list : list + A one dimensional list which contains the elements of + the final, fully concatenated matrix row by row. + + """ + for i in range(len(list_of_matrices)): + list_of_matrices[i] = np.array(list_of_matrices[i]) + col_list = [] + for i in range(rows): + row_list = [] + for j in range(columns): + row_list.append(list_of_matrices[j + i * columns]) + col_list.append(np.concatenate(tuple(row_list), axis=1)) + final_mat = np.concatenate(tuple(col_list), axis=0) + final_mat_list = [] + for i in range(len(final_mat)): + for j in range(len(final_mat[i])): + final_mat_list.append(final_mat[i][j]) + return final_mat_list + +def trimat_to_fullmat(mode, tri_mat_list): + r"""Convert a list of values of a triangular matrix + to a symmetric matrix. + + Experimental datasets can provide the entries of + correlation or covariance matrices as a triangular + matrix, as these matrices are symmetric by their + very nature. This function can convert these list to + a complete symmetric matrix, that can be used for the + dataset implementation. + + mode : bool + Enter 0 or 1 based on the following scenarios: + Use mode 0 if matrix entries are given row by + row such as: + 0 1 2 3 + 4 5 6 + 7 8 + 9 + Use mode 1 if the matrix entries are given column + by column such as: + 0 1 3 6 + 2 4 7 + 5 8 + 9 + Please note that the numbers above (0-9) are not + entries of the matrix but rather the index of the + entries of the list which contains the elements of + the triangular matrix. + tri_mat_list : list + A list containing the elements of the triangular matrix, + for example, for a 4*4 matrix, the list of + triangular matrix entries could be: + [a, b, c, d, e, f, g, h, i, j] + + Returns + ------- + mat_list : list + A one dimensional list which contains the elements of + the fully populated, symmetric matrix row by row. + + """ + dim = int((np.sqrt(1 + 8*len(tri_mat_list)) - 1)/2) + matrix = np.zeros((dim, dim)) + if mode == 0: + for i in range(dim): + for j in range(i + 1): + list_el = len(tri_mat_list) - 1 - ((i*(i + 1))//2 + j) + if i == j: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + else: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + matrix[dim - 1 - j][dim - 1 - i] = tri_mat_list[list_el] + elif mode == 1: + for i in range(dim): + for j in range(i + 1): + list_el = (i*(i + 1))//2 + j + if i == j: + matrix[i][j] = tri_mat_list[list_el] + else: + matrix[i][j] = tri_mat_list[list_el] + matrix[j][i] = tri_mat_list[list_el] + else: + raise Exception('Mode should be 0 or 1, refer to the function for usage') + mat_list = [] + for i in range(dim): + for j in range(dim): + mat_list.append(matrix[i][j]) + return mat_list \ No newline at end of file diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/filter.py b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/filter.py index aed83609b7..a059ddca7c 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/filter.py +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/filter.py @@ -1,5 +1,5 @@ import yaml -from validphys.commondata_utils import percentage_to_absolute as pta +from utils import percentage_to_absolute as pta from manual_impl import jet_data, jet_sys, artunc @@ -60,7 +60,7 @@ def processData(): 'Syst_9':{'description': 'lar noise', 'treatment': 'MULT', 'type': 'CORR'}, 'Syst_10':{'description': 'norm', 'treatment': 'MULT', 'type': 'CORR'}} for i in range(48): - error_definition['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty ' + str(i+1), 'treatment': 'ADD', 'type': 'H1JETS14064709'} + error_definition['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty ' + str(i+1), 'treatment': 'ADD', 'type': 'H1JETS14064709unc'+str(i+1)} diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/manual_impl.py b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/manual_impl.py index 113250bf6f..ebe9fa6ec4 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/manual_impl.py +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/manual_impl.py @@ -1,6 +1,6 @@ from math import sqrt -from validphys.commondata_utils import cormat_to_covmat as ctc -from validphys.commondata_utils import covmat_to_artunc as cta +from utils import cormat_to_covmat as ctc +from utils import covmat_to_artunc as cta jet_old_impl_list = [['1', 'DIS_1JET', '1.750000000000e+02', '9.000000000000e+00', '3.190000000000e+02', '7.042365878823e+01', '1.901438787282e+00', '7.042365878823e-01', '1.000000000000e+00', '7.130250486484e-01', '1.010961455291e+00', '6.718827732504e-01', '9.531044964111e-01', '2.517144109385e-01', '3.572500464504e-01', '2.515885537330e-01', '3.572500464504e-01', '3.521182939412e-01', '5.000000000000e-01', '4.225419527294e-01', '6.000000000000e-01', '2.042286104859e+00', '2.900000000000e+00'], ['2', 'DIS_1JET', '1.750000000000e+02', '1.450000000000e+01', '3.190000000000e+02', '3.095350776162e+01', '1.269093818226e+00', '8.666982173254e-01', '2.800000000000e+00', '7.598162606841e-01', '2.452246318915e+00', '1.718173641914e-01', '5.542497004702e-01', '1.910967863178e-01', '6.170584587557e-01', '8.045980207445e-02', '2.599375899303e-01', '1.547675388081e-01', '5.000000000000e-01', '1.857210465697e-01', '6.000000000000e-01', '8.976517250870e-01', '2.900000000000e+00'], ['3', 'DIS_1JET', '1.750000000000e+02', '2.400000000000e+01', '3.190000000000e+02', '8.082109035000e+00', '5.172549782400e-01', '2.828738162250e-01', '3.500000000000e+00', '2.743800000000e-01', '3.400000000000e+00', '1.976738222426e-02', '2.447042700083e-01', '3.679736009134e-02', '4.552940319412e-01', '8.082109035000e-03', '1.000000000000e-01', '4.041054517500e-02', '5.000000000000e-01', '4.849265421000e-02', '6.000000000000e-01', '2.343811620150e-01', '2.900000000000e+00'], ['4', 'DIS_1JET', '1.750000000000e+02', '4.000000000000e+01', '3.190000000000e+02', '9.125014074304e-01', '1.396127153368e-01', '1.067626646694e-01', '1.170000000000e+01', '4.688994472166e-02', '5.118073262173e+00', '1.519286117216e-03', '1.657483653351e-01', '4.299338659215e-03', '4.704529347867e-01', '1.991738317891e-03', '2.182723557106e-01', '4.562507037152e-03', '5.000000000000e-01', '5.475008444582e-03', '6.000000000000e-01', '2.646254081548e-02', '2.900000000000e+00'], ['5', 'DIS_1JET', '2.350000000000e+02', '9.000000000000e+00', '3.190000000000e+02', '5.493706846573e+01', '1.648112053972e+00', '-3.296224107944e-01', '-6.000000000000e-01', '5.220401134013e-01', '9.531044964111e-01', '6.074575198510e-01', '1.107945704936e+00', '4.273370774492e-01', '7.782554801857e-01', '1.960665379920e-01', '3.568929749397e-01', '2.746853423286e-01', '5.000000000000e-01', '3.296224107944e-01', '6.000000000000e-01', '1.593174985506e+00', '2.900000000000e+00'], ['6', 'DIS_1JET', '2.350000000000e+02', '1.450000000000e+01', '3.190000000000e+02', '2.680000000000e+01', '1.098800000000e+00', '9.112000000000e-01', '3.400000000000e+00', '6.432000000000e-01', '2.400000000000e+00', '1.072000000000e-01', '4.000000000000e-01', '1.608000000000e-01', '6.000000000000e-01', '8.040000000000e-02', '3.000000000000e-01', '1.340000000000e-01', '5.000000000000e-01', '1.608000000000e-01', '6.000000000000e-01', '7.772000000000e-01', '2.900000000000e+00'], ['7', 'DIS_1JET', '2.350000000000e+02', '2.400000000000e+01', '3.190000000000e+02', '7.013496240129e+00', '4.628907518485e-01', '3.366478195262e-01', '4.800000000000e+00', '2.492988998672e-01', '3.551005871609e+00', '1.404103000000e-02', '2.000000000000e-01', '3.893063895065e-02', '5.548042274342e-01', '2.505571857565e-02', '3.572500464504e-01', '3.506748120064e-02', '5.000000000000e-01', '4.208097744077e-02', '6.000000000000e-01', '2.033913909637e-01', 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'6.024096385542e-01', '9.603761342813e-04', '2.834095315377e-01', '1.355460600172e-03', '4.000000000000e-01', '2.033190900258e-03', '6.000000000000e-01', '9.827089351246e-03', '2.900000000000e+00'], ['13', 'DIS_2JET', '5.500000000000e+02', '9.000000000000e+00', '3.190000000000e+02', '1.673342087918e+01', '6.860702560462e-01', '1.171339461542e-01', '7.000000000000e-01', '2.361736649163e-02', '1.412800761611e-01', '1.425827699417e-01', '8.525098505363e-01', '5.972040358486e-02', '3.568929749397e-01', '3.346684175835e-02', '2.000000000000e-01', '6.693368351670e-02', '4.000000000000e-01', '1.004005252750e-01', '6.000000000000e-01', '4.852692054961e-01', '2.900000000000e+00'], ['14', 'DIS_2JET', '5.500000000000e+02', '1.450000000000e+01', '3.190000000000e+02', '1.078379730405e+01', '6.793792301552e-01', '3.774329056418e-01', '3.500000000000e+00', '2.225822095317e-01', '2.064042448225e+00', '3.850586794386e-02', '3.572500464504e-01', '5.976916425701e-02', '5.542497004702e-01', '1.078379730405e-02', '1.000000000000e-01', '4.313518921620e-02', '4.000000000000e-01', '6.470278382430e-02', '6.000000000000e-01', '3.127301218175e-01', '2.900000000000e+00'], ['15', 'DIS_2JET', '5.500000000000e+02', '2.400000000000e+01', '3.190000000000e+02', '3.651824087044e+00', '2.264130933967e-01', '8.034012991496e-02', '2.200000000000e+00', '1.186530736012e-01', '3.252395337426e+00', '3.648175000000e-03', '1.000000000000e-01', '1.302659032865e-02', '3.568929749397e-01', '6.052838729189e-03', '1.657483653351e-01', '1.095547226113e-02', '3.000000000000e-01', '2.191094452226e-02', '6.000000000000e-01', '1.059028985243e-01', '2.900000000000e+00'], ['16', 'DIS_2JET', '5.500000000000e+02', '4.000000000000e+01', '3.190000000000e+02', '3.780531631079e-01', '7.712284527401e-02', '-1.398796703499e-02', '-3.700000000000e+00', '2.142858760511e-02', '5.662474610362e+00', '3.277312925923e-04', '8.664586331010e-02', '1.134726852750e-03', '3.000000000000e-01', '3.275674269460e-04', '8.664586331010e-02', '7.561063262158e-04', '2.000000000000e-01', '2.268318978647e-03', '6.000000000000e-01', '1.096354173013e-02', '2.900000000000e+00'], ['17', 'DIS_2JET', '2.850000000000e+03', '9.000000000000e+00', '3.190000000000e+02', '1.492981862873e+01', '6.569120196639e-01', '1.492981862873e-01', '1.000000000000e+00', '6.787273016463e-02', '4.552940319412e-01', '8.266580922124e-02', '5.542497004702e-01', '1.065137174707e-01', '7.134294134408e-01', '5.971927451490e-02', '4.000000000000e-01', '1.791578235447e-01', '1.200000000000e+00', '8.957891177235e-02', '6.000000000000e-01', '4.329647402330e-01', '2.900000000000e+00'], ['18', 'DIS_2JET', '2.850000000000e+03', '1.450000000000e+01', '3.190000000000e+02', '1.320660000000e+01', '6.735366000000e-01', '2.773386000000e-01', '2.100000000000e+00', '1.980000000000e-01', '1.500000000000e+00', '2.188972361635e-02', '1.657483653351e-01', '3.961980000000e-02', '3.000000000000e-01', '6.603300000000e-02', '5.000000000000e-01', '1.452726000000e-01', '1.100000000000e+00', '7.923960000000e-02', '6.000000000000e-01', '3.829914000000e-01', '2.900000000000e+00'], ['19', 'DIS_2JET', '2.850000000000e+03', '2.400000000000e+01', '3.190000000000e+02', '4.769997615000e+00', '2.575798712100e-01', '2.384998807500e-01', '5.000000000000e+00', '1.216817557196e-01', '2.552256331931e+00', '7.906195049935e-03', '1.657483653351e-01', '1.239282042995e-02', '2.596777822442e-01', '1.704081869527e-02', '3.572500464504e-01', '5.246997376500e-02', '1.100000000000e+00', '2.861998569000e-02', '6.000000000000e-01', '1.383299308350e-01', '2.900000000000e+00'], ['20', 'DIS_2JET', '2.850000000000e+03', '4.000000000000e+01', '3.190000000000e+02', '9.574765845645e-01', '9.862008821014e-02', '1.914953169129e-02', '2.000000000000e+00', '4.404279943419e-02', '4.597575823778e+00', '1.659230195466e-03', '1.730320487082e-01', '3.144012940281e-03', '3.283644729245e-01', '9.574765845645e-04', '1.000000000000e-01', '9.574765845645e-03', '1.000000000000e+00', '5.744859507387e-03', '6.000000000000e-01', '2.776682095237e-02', '2.900000000000e+00'], ['21', 'DIS_2JET', '1.000000000000e+04', '9.000000000000e+00', '3.190000000000e+02', '7.304516141587e-01', '1.680038712565e-01', '-1.606993551149e-02', '-2.200000000000e+00', '4.766455994762e-03', '6.522043307043e-01', '3.013258361078e-03', '4.131368362342e-01', '9.247363761182e-03', '1.269776898659e+00', '4.246488757399e-03', '5.813511360763e-01', '1.533948389733e-02', '2.100000000000e+00', '4.382709684952e-03', '6.000000000000e-01', '2.118309681060e-02', '2.900000000000e+00'], ['22', 'DIS_2JET', '1.000000000000e+04', '1.450000000000e+01', '3.190000000000e+02', '8.706033123616e-01', '1.749912657847e-01', '8.270731467435e-02', '9.500000000000e+00', '1.947170447085e-02', '2.279271735273e+00', '1.416687987638e-03', '1.657483653351e-01', '1.753222436605e-02', '2.027898319008e+00', '1.279419312639e-02', '1.469577813997e+00', '1.567085962251e-02', '1.800000000000e+00', '5.223619874170e-03', '6.000000000000e-01', '2.524749605849e-02', '2.900000000000e+00'], ['23', 'DIS_2JET', '1.000000000000e+04', '2.400000000000e+01', '3.190000000000e+02', '3.432745801866e-01', '6.625199397602e-02', '-1.647717984896e-02', '-4.800000000000e+00', '7.582220782858e-03', '2.185670118954e+00', '1.150557039523e-03', '3.319944735090e-01', '3.213856823901e-03', '9.320219593463e-01', '3.391765881260e-03', '9.880620579059e-01', '6.522217023546e-03', '1.900000000000e+00', '2.059647481120e-03', '6.000000000000e-01', '9.954962825412e-03', '2.900000000000e+00'], ['24', 'DIS_2JET', '1.000000000000e+04', '4.000000000000e+01', '3.190000000000e+02', '1.496621703174e-01', '4.025912381538e-02', '-1.122466277381e-02', '-7.500000000000e+00', '3.816341965810e-03', '2.578104267278e+00', '2.563937489936e-04', '1.730320487082e-01', '2.067852779348e-03', '1.386516218276e+00', '1.218485308050e-03', '8.141571817822e-01', '2.693919065713e-03', '1.800000000000e+00', '8.979730219045e-04', '6.000000000000e-01', '4.340202939205e-03', '2.900000000000e+00']] diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/uncertainties.yaml b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/uncertainties.yaml index d2db1e85ca..627b49d3a9 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/uncertainties.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/uncertainties.yaml @@ -42,195 +42,195 @@ definitions: ArtUnc_1: description: artificial uncertainty 1 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc1 ArtUnc_2: description: artificial uncertainty 2 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc2 ArtUnc_3: description: artificial uncertainty 3 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc3 ArtUnc_4: description: artificial uncertainty 4 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc4 ArtUnc_5: description: artificial uncertainty 5 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc5 ArtUnc_6: description: artificial uncertainty 6 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc6 ArtUnc_7: description: artificial uncertainty 7 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc7 ArtUnc_8: description: artificial uncertainty 8 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc8 ArtUnc_9: description: artificial uncertainty 9 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc9 ArtUnc_10: description: artificial uncertainty 10 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc10 ArtUnc_11: description: artificial uncertainty 11 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc11 ArtUnc_12: description: artificial uncertainty 12 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc12 ArtUnc_13: description: artificial uncertainty 13 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc13 ArtUnc_14: description: artificial uncertainty 14 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc14 ArtUnc_15: description: artificial uncertainty 15 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc15 ArtUnc_16: description: artificial uncertainty 16 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc16 ArtUnc_17: description: artificial uncertainty 17 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc17 ArtUnc_18: description: artificial uncertainty 18 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc18 ArtUnc_19: description: artificial uncertainty 19 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc19 ArtUnc_20: description: artificial uncertainty 20 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc20 ArtUnc_21: description: artificial uncertainty 21 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc21 ArtUnc_22: description: artificial uncertainty 22 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc22 ArtUnc_23: description: artificial uncertainty 23 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc23 ArtUnc_24: description: artificial uncertainty 24 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc24 ArtUnc_25: description: artificial uncertainty 25 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc25 ArtUnc_26: description: artificial uncertainty 26 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc26 ArtUnc_27: description: artificial uncertainty 27 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc27 ArtUnc_28: description: artificial uncertainty 28 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc28 ArtUnc_29: description: artificial uncertainty 29 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc29 ArtUnc_30: description: artificial uncertainty 30 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc30 ArtUnc_31: description: artificial uncertainty 31 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc31 ArtUnc_32: description: artificial uncertainty 32 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc32 ArtUnc_33: description: artificial uncertainty 33 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc33 ArtUnc_34: description: artificial uncertainty 34 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc34 ArtUnc_35: description: artificial uncertainty 35 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc35 ArtUnc_36: description: artificial uncertainty 36 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc36 ArtUnc_37: description: artificial uncertainty 37 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc37 ArtUnc_38: description: artificial uncertainty 38 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc38 ArtUnc_39: description: artificial uncertainty 39 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc39 ArtUnc_40: description: artificial uncertainty 40 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc40 ArtUnc_41: description: artificial uncertainty 41 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc41 ArtUnc_42: description: artificial uncertainty 42 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc42 ArtUnc_43: description: artificial uncertainty 43 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc43 ArtUnc_44: description: artificial uncertainty 44 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc44 ArtUnc_45: description: artificial uncertainty 45 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc45 ArtUnc_46: description: artificial uncertainty 46 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc46 ArtUnc_47: description: artificial uncertainty 47 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc47 ArtUnc_48: description: artificial uncertainty 48 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc48 bins: - Syst_1: 0.7042365878823 Syst_2: 0.3565125243242 diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/utils.py b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/utils.py new file mode 100644 index 0000000000..4fac235055 --- /dev/null +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_1JET_319GEV_351PB-1_DIF/utils.py @@ -0,0 +1,361 @@ +""" +Python utilities for commondata implementation. + +This module provides helpful functions that automate a few +tasks that are regularly needed for the implementation of +experimental data to the commondata format. If there are +any additional functions that could be added here as they +could simplify some repetitve tasks, please do suggest. + +Before the usage of any functions, it is recommended to read +the docstrings of the function to understand the inputs and +outputs. + +@author: Tanishq Sharma +""" + +import numpy as np + +from math import sqrt +from numpy.linalg import eig + +def symmetrize_errors(delta_plus, delta_minus): + r"""Compute the symmterized uncertainty and the shift in data point. + + Parameters + ---------- + delta_plus : float + The top/plus uncertainty with sign + delta_minus : float + The bottom/minus uncertainty with sign + + Returns + ------- + se_delta : float + The value to be added to the data point + se_sigma : float + The symmetrized uncertainty to be used in commondata + + """ + semi_diff = (delta_plus + delta_minus)/2 + average = (delta_plus - delta_minus)/2 + se_delta = semi_diff + se_sigma = sqrt(average*average + 2*semi_diff*semi_diff) + return se_delta, se_sigma + +def percentage_to_absolute(percentage, value): + r"""Compute the absolute value of uncertainty from percentage. + + Parameters + ---------- + percentage : string/float + Experimental datasets can provide the percentage + uncertainties with a % sign or without one. + The function will autostrip % sign and convert to + a float type in case the percentage uncertainty + comes with a % sign. Else, it will directly perform + the computation. + value : float + The data point + + Returns + ------- + absolute : float + The absolute value of the uncertainty + + """ + if type(percentage) is str: + percentage = float(percentage.replace("%", "")) + absolute = percentage * value * 0.01 + return absolute + else: + absolute = percentage * value * 0.01 + return absolute + +def cormat_to_covmat(err_list, cormat_list): + r"""Convert correlation matrix elements to covariance + matrix elements. + + Parameters + ---------- + err_list : list + A one dimensional list which contains the uncertainty + associated to each data point in order. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(err_list) + b = i % len(err_list) + covmat_list.append(cormat_list[i] * err_list[a] * err_list[b]) + return covmat_list + +def covmat_to_artunc(ndata, covmat_list, no_of_norm_mat=0): + r"""Convert the covariance matrix to a matrix of + artificial uncertainties. + + Parameters + ---------- + ndata : integer + Number of data points + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + no_of_norm_mat : int + Normalized covariance matrices may have an eigenvalue + of 0 due to the last data point not being linearly + independent. To allow for this, the user should input + the number of normalized matrices that are being treated + in an instance. For example, if a single covariance matrix + of a normalized distribution is being processed, the input + would be 1. If a covariance matrix contains pertains to + 3 normalized datasets (i.e. cross covmat for 3 + distributions), the input would be 3. The default value is + 0 for when the covariance matrix pertains to an absolute + distribution. + + Returns + ------- + artunc : list + A two dimensional matrix (given as a list of lists) + which contains artificial uncertainties to be added + to the commondata. i^th row (or list) contains the + artificial uncertainties of the i^th data point. + + """ + epsilon = -0.0000000001 + neg_eval_count = 0 + psd_check = True + covmat = np.zeros((ndata, ndata)) + artunc = np.zeros((ndata, ndata)) + for i in range(len(covmat_list)): + a = i // ndata + b = i % ndata + covmat[a][b] = covmat_list[i] + eigval, eigvec = eig(covmat) + for j in range(len(eigval)): + if eigval[j] < epsilon: + psd_check = False + elif eigval[j] > epsilon and eigval[j] <= 0: + neg_eval_count = neg_eval_count + 1 + if neg_eval_count == (no_of_norm_mat + 1): + psd_check = False + elif eigval[j] > 0: + continue + if psd_check == False: + raise ValueError('The covariance matrix is not positive-semidefinite') + else: + for i in range(ndata): + for j in range(ndata): + if eigval[j] < 0: + continue + else: + artunc[i][j] = eigvec[i][j] * sqrt(eigval[j]) + return artunc.tolist() + +def cross_cormat_to_covmat(row_err_list, col_err_list, cormat_list): + r"""Convert cross correlation matrix elements + (i.e. those between different different variables or + observables) to covariance matrix elements. + + Parameters + ---------- + row_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the vertical axis. + col_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the horizontal axis. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(col_err_list) + b = i % len(col_err_list) + covmat_list.append(cormat_list[i] * row_err_list[a] * col_err_list[b]) + return covmat_list + +def matlist_to_matrix(rows, columns, mat_list): + r"""Convert a 1d list to a 2d matrix. + + Note: This utils function is not strictly needed for + data implementation, however, it is provided for + the aid of the user due to how matrices are treated + throughout all the other functions. This function + allows the user to convert a list that contains the + elemnets of matrix row by row to a proper matrix, if + need be for any reason. + + Parameters + ---------- + rows : int + No. of rows in the matrix + columns : int + No. of columns in the matrix + mat_list : list + A one dimensional list which contains the elements of + the matrix row by row. + + Returns + ------- + matrix : numpy.ndarray + The matrix as a numpy 2d array. + + """ + if rows * columns == len(mat_list): + matrix = np.zeros((rows, columns)) + for i in range(rows): + for j in range(columns): + matrix[i][j] = mat_list[j + i * columns] + matrix = np.array(matrix) + return matrix + else: + raise Exception('rows * columns != len(mat_list)') + +def concat_matrices(rows, columns, list_of_matrices): + r"""Join smaller matrices into a large matrix. + + This function aims to simplify the process of joining multiple + smaller matrices into one large matrix. Such a need could arise, + for instance, when cross variable covariance matrices are provided + but the user needs to join all the matrices to generate the full + covariance matrix corresponding to the entire dataset. + + Parameters + ---------- + rows : int + No. of rows of matrices to be concatenated. E.g., if 6 + matrices: A, B, C, D, E, F need to be joined as + [[A, B, C], + [D, E, F]], + the number of rows would be 2. + columns : int + No. of columns of matrices to be concatenated. In the + above example, this would be 3. + list_of_matrices : list + A list of the matrices that have to concatenated row by + row. In the above example, this would be [A, B, C, D, E, F]. + The matrices themselves need to be provided as a list of lists, + or a numpy 2d array. If the user has the matrix in a 1d row by + row form, use matList_to_matrix() to convert it. It is assumed + the user verifies that all the input matrices have the correct + dimensions. Matrices with incompatible dimensions will lead to + undesired behavior. + + Returns + ------- + final_mat_list : list + A one dimensional list which contains the elements of + the final, fully concatenated matrix row by row. + + """ + for i in range(len(list_of_matrices)): + list_of_matrices[i] = np.array(list_of_matrices[i]) + col_list = [] + for i in range(rows): + row_list = [] + for j in range(columns): + row_list.append(list_of_matrices[j + i * columns]) + col_list.append(np.concatenate(tuple(row_list), axis=1)) + final_mat = np.concatenate(tuple(col_list), axis=0) + final_mat_list = [] + for i in range(len(final_mat)): + for j in range(len(final_mat[i])): + final_mat_list.append(final_mat[i][j]) + return final_mat_list + +def trimat_to_fullmat(mode, tri_mat_list): + r"""Convert a list of values of a triangular matrix + to a symmetric matrix. + + Experimental datasets can provide the entries of + correlation or covariance matrices as a triangular + matrix, as these matrices are symmetric by their + very nature. This function can convert these list to + a complete symmetric matrix, that can be used for the + dataset implementation. + + mode : bool + Enter 0 or 1 based on the following scenarios: + Use mode 0 if matrix entries are given row by + row such as: + 0 1 2 3 + 4 5 6 + 7 8 + 9 + Use mode 1 if the matrix entries are given column + by column such as: + 0 1 3 6 + 2 4 7 + 5 8 + 9 + Please note that the numbers above (0-9) are not + entries of the matrix but rather the index of the + entries of the list which contains the elements of + the triangular matrix. + tri_mat_list : list + A list containing the elements of the triangular matrix, + for example, for a 4*4 matrix, the list of + triangular matrix entries could be: + [a, b, c, d, e, f, g, h, i, j] + + Returns + ------- + mat_list : list + A one dimensional list which contains the elements of + the fully populated, symmetric matrix row by row. + + """ + dim = int((np.sqrt(1 + 8*len(tri_mat_list)) - 1)/2) + matrix = np.zeros((dim, dim)) + if mode == 0: + for i in range(dim): + for j in range(i + 1): + list_el = len(tri_mat_list) - 1 - ((i*(i + 1))//2 + j) + if i == j: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + else: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + matrix[dim - 1 - j][dim - 1 - i] = tri_mat_list[list_el] + elif mode == 1: + for i in range(dim): + for j in range(i + 1): + list_el = (i*(i + 1))//2 + j + if i == j: + matrix[i][j] = tri_mat_list[list_el] + else: + matrix[i][j] = tri_mat_list[list_el] + matrix[j][i] = tri_mat_list[list_el] + else: + raise Exception('Mode should be 0 or 1, refer to the function for usage') + mat_list = [] + for i in range(dim): + for j in range(dim): + mat_list.append(matrix[i][j]) + return mat_list \ No newline at end of file diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/artUnc.py b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/artUnc.py index 72af39d851..402e3af0c6 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/artUnc.py +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/artUnc.py @@ -1,7 +1,7 @@ import yaml import numpy -from validphys.commondata_utils import covmat_to_artunc as cta -from validphys.commondata_utils import percentage_to_absolute as pta +from utils import covmat_to_artunc as cta +from utils import percentage_to_absolute as pta def artunc(): diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/filter.py b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/filter.py index 1fdd56b38c..7b57831b22 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/filter.py +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/filter.py @@ -1,7 +1,7 @@ import artUnc import yaml -from validphys.commondata_utils import percentage_to_absolute as pta -from validphys.commondata_utils import symmetrize_errors as se +from utils import percentage_to_absolute as pta +from utils import symmetrize_errors as se from math import sqrt def processData(): @@ -106,7 +106,7 @@ def processData(): } for i in range(96): - error_definition['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'H1JETS161103421'} + error_definition['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'H1JETS161103421unc'+str(i+1)} data_central_yaml = {'data_central': data_central} kinematics_yaml = {'bins': kin} @@ -205,7 +205,7 @@ def processData(): 'RadErr':{'description': 'radiative uncertainty', 'treatment': 'ADD', 'type': 'UNCORR'} } for i in range(96): - error_definition_norm['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'H1JETS161103421NORM'} + error_definition_norm['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty '+str(i+1), 'treatment': 'ADD', 'type': 'H1JETS161103421NORMunc'+str(i+1)} data_central_norm_yaml = {'data_central': data_central_norm} kinematics_norm_yaml = {'bins': kin_norm} diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/uncertainties.yaml b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/uncertainties.yaml index 7e2be25b49..9440cf680c 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/uncertainties.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_290PB-1_DIF/uncertainties.yaml @@ -62,387 +62,387 @@ definitions: ArtUnc_1: description: artificial uncertainty 1 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc1 ArtUnc_2: description: artificial uncertainty 2 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc2 ArtUnc_3: description: artificial uncertainty 3 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc3 ArtUnc_4: description: artificial uncertainty 4 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc4 ArtUnc_5: description: artificial uncertainty 5 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc5 ArtUnc_6: description: artificial uncertainty 6 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc6 ArtUnc_7: description: artificial uncertainty 7 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc7 ArtUnc_8: description: artificial uncertainty 8 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc8 ArtUnc_9: description: artificial uncertainty 9 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc9 ArtUnc_10: description: artificial uncertainty 10 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc10 ArtUnc_11: description: artificial uncertainty 11 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc11 ArtUnc_12: description: artificial uncertainty 12 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc12 ArtUnc_13: description: artificial uncertainty 13 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc13 ArtUnc_14: description: artificial uncertainty 14 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc14 ArtUnc_15: description: artificial uncertainty 15 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc15 ArtUnc_16: description: artificial uncertainty 16 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc16 ArtUnc_17: description: artificial uncertainty 17 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc17 ArtUnc_18: description: artificial uncertainty 18 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc18 ArtUnc_19: description: artificial uncertainty 19 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc19 ArtUnc_20: description: artificial uncertainty 20 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc20 ArtUnc_21: description: artificial uncertainty 21 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc21 ArtUnc_22: description: artificial uncertainty 22 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc22 ArtUnc_23: description: artificial uncertainty 23 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc23 ArtUnc_24: description: artificial uncertainty 24 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc24 ArtUnc_25: description: artificial uncertainty 25 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc25 ArtUnc_26: description: artificial uncertainty 26 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc26 ArtUnc_27: description: artificial uncertainty 27 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc27 ArtUnc_28: description: artificial uncertainty 28 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc28 ArtUnc_29: description: artificial uncertainty 29 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc29 ArtUnc_30: description: artificial uncertainty 30 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc30 ArtUnc_31: description: artificial uncertainty 31 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc31 ArtUnc_32: description: artificial uncertainty 32 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc32 ArtUnc_33: description: artificial uncertainty 33 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc33 ArtUnc_34: description: artificial uncertainty 34 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc34 ArtUnc_35: description: artificial uncertainty 35 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc35 ArtUnc_36: description: artificial uncertainty 36 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc36 ArtUnc_37: description: artificial uncertainty 37 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc37 ArtUnc_38: description: artificial uncertainty 38 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc38 ArtUnc_39: description: artificial uncertainty 39 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc39 ArtUnc_40: description: artificial uncertainty 40 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc40 ArtUnc_41: description: artificial uncertainty 41 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc41 ArtUnc_42: description: artificial uncertainty 42 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc42 ArtUnc_43: description: artificial uncertainty 43 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc43 ArtUnc_44: description: artificial uncertainty 44 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc44 ArtUnc_45: description: artificial uncertainty 45 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc45 ArtUnc_46: description: artificial uncertainty 46 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc46 ArtUnc_47: description: artificial uncertainty 47 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc47 ArtUnc_48: description: artificial uncertainty 48 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc48 ArtUnc_49: description: artificial uncertainty 49 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc49 ArtUnc_50: description: artificial uncertainty 50 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc50 ArtUnc_51: description: artificial uncertainty 51 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc51 ArtUnc_52: description: artificial uncertainty 52 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc52 ArtUnc_53: description: artificial uncertainty 53 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc53 ArtUnc_54: description: artificial uncertainty 54 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc54 ArtUnc_55: description: artificial uncertainty 55 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc55 ArtUnc_56: description: artificial uncertainty 56 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc56 ArtUnc_57: description: artificial uncertainty 57 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc57 ArtUnc_58: description: artificial uncertainty 58 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc58 ArtUnc_59: description: artificial uncertainty 59 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc59 ArtUnc_60: description: artificial uncertainty 60 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc60 ArtUnc_61: description: artificial uncertainty 61 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc61 ArtUnc_62: description: artificial uncertainty 62 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc62 ArtUnc_63: description: artificial uncertainty 63 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc63 ArtUnc_64: description: artificial uncertainty 64 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc64 ArtUnc_65: description: artificial uncertainty 65 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc65 ArtUnc_66: description: artificial uncertainty 66 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc66 ArtUnc_67: description: artificial uncertainty 67 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc67 ArtUnc_68: description: artificial uncertainty 68 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc68 ArtUnc_69: description: artificial uncertainty 69 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc69 ArtUnc_70: description: artificial uncertainty 70 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc70 ArtUnc_71: description: artificial uncertainty 71 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc71 ArtUnc_72: description: artificial uncertainty 72 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc72 ArtUnc_73: description: artificial uncertainty 73 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc73 ArtUnc_74: description: artificial uncertainty 74 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc74 ArtUnc_75: description: artificial uncertainty 75 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc75 ArtUnc_76: description: artificial uncertainty 76 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc76 ArtUnc_77: description: artificial uncertainty 77 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc77 ArtUnc_78: description: artificial uncertainty 78 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc78 ArtUnc_79: description: artificial uncertainty 79 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc79 ArtUnc_80: description: artificial uncertainty 80 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc80 ArtUnc_81: description: artificial uncertainty 81 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc81 ArtUnc_82: description: artificial uncertainty 82 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc82 ArtUnc_83: description: artificial uncertainty 83 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc83 ArtUnc_84: description: artificial uncertainty 84 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc84 ArtUnc_85: description: artificial uncertainty 85 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc85 ArtUnc_86: description: artificial uncertainty 86 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc86 ArtUnc_87: description: artificial uncertainty 87 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc87 ArtUnc_88: description: artificial uncertainty 88 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc88 ArtUnc_89: description: artificial uncertainty 89 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc89 ArtUnc_90: description: artificial uncertainty 90 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc90 ArtUnc_91: description: artificial uncertainty 91 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc91 ArtUnc_92: description: artificial uncertainty 92 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc92 ArtUnc_93: description: artificial uncertainty 93 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc93 ArtUnc_94: description: artificial uncertainty 94 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc94 ArtUnc_95: description: artificial uncertainty 95 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc95 ArtUnc_96: description: artificial uncertainty 96 treatment: ADD - type: H1JETS161103421 + type: H1JETS161103421unc96 bins: - stat: 0 Uncorr: 2.99 @@ -460,101 +460,101 @@ bins: JES_1: 11.81603871708916 JES_2: 11.81603871708916 ArtUnc_1: 0.862390513360958 - ArtUnc_2: -0.0585223341972758 - ArtUnc_3: -0.015617481349614281 - ArtUnc_4: -0.02865956582028331 - ArtUnc_5: 0.024560404389025382 - ArtUnc_6: 0.01369754229357918 - ArtUnc_7: -0.03126673580103048 - ArtUnc_8: 8.052766469309573 - ArtUnc_9: 0.0038695705497448643 - ArtUnc_10: -5.440340482204737 - ArtUnc_11: 0.5063656603501598 - ArtUnc_12: 0.13134908148401084 - ArtUnc_13: 1.5029665042315419 - ArtUnc_14: -0.028689992197552618 - ArtUnc_15: 0.18002815502716843 - ArtUnc_16: 0.014250407028977898 - ArtUnc_17: -0.04851242069981796 - ArtUnc_18: 0.29940436496149647 - ArtUnc_19: -0.07767460929124594 - ArtUnc_20: -0.2717761425707225 - ArtUnc_21: 0.04717710535467236 - ArtUnc_22: 0.03848277959299325 - ArtUnc_23: -0.014740246882677633 - ArtUnc_24: -0.002989650130971767 - ArtUnc_25: 0.04036369541606758 - ArtUnc_26: 0.09302467152124247 - ArtUnc_27: 0.014597160954111526 - ArtUnc_28: 0.03227102341406198 - ArtUnc_29: -0.011743211789941789 - ArtUnc_30: -0.020758408969679874 - ArtUnc_31: -0.011241230788636574 - ArtUnc_32: 0.007682375996861734 - ArtUnc_33: 0.006482760235230509 - ArtUnc_34: -0.008580794784232671 - ArtUnc_35: -0.004056435036263777 - ArtUnc_36: 0.0008921238755738536 - ArtUnc_37: -0.0021935306004609665 - ArtUnc_38: -0.0009761650792591071 - 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stat: 0 Uncorr: 0.000999 RCES: 0.0019387486212180784 @@ -5676,99 +5676,99 @@ bins: ModelRW_2: 0.011934623544357715 JES_1: 0.007133876941687284 JES_2: 0.007133876941687284 - ArtUnc_1: 6.041525253143828e-10 - ArtUnc_2: -7.457087380483391e-10 - ArtUnc_3: -1.4082834307512728e-10 - ArtUnc_4: 5.259751980809698e-10 - ArtUnc_5: -6.923695139523178e-10 - ArtUnc_6: 3.3208895331698243e-10 - ArtUnc_7: 8.073137294780598e-12 - ArtUnc_8: -1.2230927873465858e-07 - ArtUnc_9: -5.113647669890167e-10 - ArtUnc_10: -2.2446935066345123e-07 - ArtUnc_11: -1.4326065212866686e-07 - ArtUnc_12: 1.153026085468027e-08 - ArtUnc_13: 1.1174732880309481e-07 - ArtUnc_14: 2.4558207141038358e-08 - ArtUnc_15: 8.883175741719856e-10 - ArtUnc_16: 3.6467441648207014e-08 - ArtUnc_17: 8.236732097262847e-08 - ArtUnc_18: -5.197226792070373e-08 - ArtUnc_19: 3.841247467637868e-08 - ArtUnc_20: -6.425356531140175e-08 - ArtUnc_21: 6.155293697788874e-08 - ArtUnc_22: -2.951676174829013e-08 - ArtUnc_23: 5.562899998071879e-09 - ArtUnc_24: -7.151556924463854e-10 - 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type: H1JETS161103421NORM + type: H1JETS161103421NORMunc1 ArtUnc_2: description: artificial uncertainty 2 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc2 ArtUnc_3: description: artificial uncertainty 3 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc3 ArtUnc_4: description: artificial uncertainty 4 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc4 ArtUnc_5: description: artificial uncertainty 5 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc5 ArtUnc_6: description: artificial uncertainty 6 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc6 ArtUnc_7: description: artificial uncertainty 7 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc7 ArtUnc_8: description: artificial uncertainty 8 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc8 ArtUnc_9: description: artificial uncertainty 9 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc9 ArtUnc_10: description: artificial uncertainty 10 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc10 ArtUnc_11: description: artificial uncertainty 11 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc11 ArtUnc_12: description: artificial uncertainty 12 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc12 ArtUnc_13: description: artificial uncertainty 13 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc13 ArtUnc_14: description: artificial uncertainty 14 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc14 ArtUnc_15: description: artificial uncertainty 15 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc15 ArtUnc_16: description: artificial uncertainty 16 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc16 ArtUnc_17: description: artificial uncertainty 17 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc17 ArtUnc_18: description: artificial uncertainty 18 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc18 ArtUnc_19: description: artificial uncertainty 19 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc19 ArtUnc_20: description: artificial uncertainty 20 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc20 ArtUnc_21: description: artificial uncertainty 21 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc21 ArtUnc_22: description: artificial uncertainty 22 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc22 ArtUnc_23: description: artificial uncertainty 23 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc23 ArtUnc_24: description: artificial uncertainty 24 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc24 ArtUnc_25: description: artificial uncertainty 25 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc25 ArtUnc_26: description: artificial uncertainty 26 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc26 ArtUnc_27: description: artificial uncertainty 27 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc27 ArtUnc_28: description: artificial uncertainty 28 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc28 ArtUnc_29: description: artificial uncertainty 29 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc29 ArtUnc_30: description: artificial uncertainty 30 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc30 ArtUnc_31: description: artificial uncertainty 31 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc31 ArtUnc_32: description: artificial uncertainty 32 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc32 ArtUnc_33: description: artificial uncertainty 33 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc33 ArtUnc_34: description: artificial uncertainty 34 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc34 ArtUnc_35: description: artificial uncertainty 35 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc35 ArtUnc_36: description: artificial uncertainty 36 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc36 ArtUnc_37: description: artificial uncertainty 37 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc37 ArtUnc_38: description: artificial uncertainty 38 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc38 ArtUnc_39: description: artificial uncertainty 39 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc39 ArtUnc_40: description: artificial uncertainty 40 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc40 ArtUnc_41: description: artificial uncertainty 41 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc41 ArtUnc_42: description: artificial uncertainty 42 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc42 ArtUnc_43: description: artificial uncertainty 43 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc43 ArtUnc_44: description: artificial uncertainty 44 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc44 ArtUnc_45: description: artificial uncertainty 45 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc45 ArtUnc_46: description: artificial uncertainty 46 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc46 ArtUnc_47: description: artificial uncertainty 47 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc47 ArtUnc_48: description: artificial uncertainty 48 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc48 ArtUnc_49: description: artificial uncertainty 49 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc49 ArtUnc_50: description: artificial uncertainty 50 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc50 ArtUnc_51: description: artificial uncertainty 51 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc51 ArtUnc_52: description: artificial uncertainty 52 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc52 ArtUnc_53: description: artificial uncertainty 53 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc53 ArtUnc_54: description: artificial uncertainty 54 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc54 ArtUnc_55: description: artificial uncertainty 55 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc55 ArtUnc_56: description: artificial uncertainty 56 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc56 ArtUnc_57: description: artificial uncertainty 57 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc57 ArtUnc_58: description: artificial uncertainty 58 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc58 ArtUnc_59: description: artificial uncertainty 59 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc59 ArtUnc_60: description: artificial uncertainty 60 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc60 ArtUnc_61: description: artificial uncertainty 61 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc61 ArtUnc_62: description: artificial uncertainty 62 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc62 ArtUnc_63: description: artificial uncertainty 63 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc63 ArtUnc_64: description: artificial uncertainty 64 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc64 ArtUnc_65: description: artificial uncertainty 65 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc65 ArtUnc_66: description: artificial uncertainty 66 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc66 ArtUnc_67: description: artificial uncertainty 67 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc67 ArtUnc_68: description: artificial uncertainty 68 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc68 ArtUnc_69: description: artificial uncertainty 69 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc69 ArtUnc_70: description: artificial uncertainty 70 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc70 ArtUnc_71: description: artificial uncertainty 71 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc71 ArtUnc_72: description: artificial uncertainty 72 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc72 ArtUnc_73: description: artificial uncertainty 73 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc73 ArtUnc_74: description: artificial uncertainty 74 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc74 ArtUnc_75: description: artificial uncertainty 75 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc75 ArtUnc_76: description: artificial uncertainty 76 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc76 ArtUnc_77: description: artificial uncertainty 77 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc77 ArtUnc_78: description: artificial uncertainty 78 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc78 ArtUnc_79: description: artificial uncertainty 79 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc79 ArtUnc_80: description: artificial uncertainty 80 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc80 ArtUnc_81: description: artificial uncertainty 81 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc81 ArtUnc_82: description: artificial uncertainty 82 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc82 ArtUnc_83: description: artificial uncertainty 83 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc83 ArtUnc_84: description: artificial uncertainty 84 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc84 ArtUnc_85: description: artificial uncertainty 85 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc85 ArtUnc_86: description: artificial uncertainty 86 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc86 ArtUnc_87: description: artificial uncertainty 87 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc87 ArtUnc_88: description: artificial uncertainty 88 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc88 ArtUnc_89: description: artificial uncertainty 89 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc89 ArtUnc_90: description: artificial uncertainty 90 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc90 ArtUnc_91: description: artificial uncertainty 91 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc91 ArtUnc_92: description: artificial uncertainty 92 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc92 ArtUnc_93: description: artificial uncertainty 93 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc93 ArtUnc_94: description: artificial uncertainty 94 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc94 ArtUnc_95: description: artificial uncertainty 95 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc95 ArtUnc_96: description: artificial uncertainty 96 treatment: ADD - type: H1JETS161103421NORM + type: H1JETS161103421NORMunc96 bins: - stat: 0 Uncorr: 0.00022100000000000003 @@ -459,102 +459,102 @@ bins: ModelRW_2: 0.0009454371217854735 JES_1: 0.000887414416908752 JES_2: 0.000887414416908752 - ArtUnc_1: -4.650512749510166e-09 - 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If there are +any additional functions that could be added here as they +could simplify some repetitve tasks, please do suggest. + +Before the usage of any functions, it is recommended to read +the docstrings of the function to understand the inputs and +outputs. + +@author: Tanishq Sharma +""" + +import numpy as np + +from math import sqrt +from numpy.linalg import eig + +def symmetrize_errors(delta_plus, delta_minus): + r"""Compute the symmterized uncertainty and the shift in data point. + + Parameters + ---------- + delta_plus : float + The top/plus uncertainty with sign + delta_minus : float + The bottom/minus uncertainty with sign + + Returns + ------- + se_delta : float + The value to be added to the data point + se_sigma : float + The symmetrized uncertainty to be used in commondata + + """ + semi_diff = (delta_plus + delta_minus)/2 + average = (delta_plus - delta_minus)/2 + se_delta = semi_diff + se_sigma = sqrt(average*average + 2*semi_diff*semi_diff) + return se_delta, se_sigma + +def percentage_to_absolute(percentage, value): + r"""Compute the absolute value of uncertainty from percentage. + + Parameters + ---------- + percentage : string/float + Experimental datasets can provide the percentage + uncertainties with a % sign or without one. + The function will autostrip % sign and convert to + a float type in case the percentage uncertainty + comes with a % sign. Else, it will directly perform + the computation. + value : float + The data point + + Returns + ------- + absolute : float + The absolute value of the uncertainty + + """ + if type(percentage) is str: + percentage = float(percentage.replace("%", "")) + absolute = percentage * value * 0.01 + return absolute + else: + absolute = percentage * value * 0.01 + return absolute + +def cormat_to_covmat(err_list, cormat_list): + r"""Convert correlation matrix elements to covariance + matrix elements. + + Parameters + ---------- + err_list : list + A one dimensional list which contains the uncertainty + associated to each data point in order. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(err_list) + b = i % len(err_list) + covmat_list.append(cormat_list[i] * err_list[a] * err_list[b]) + return covmat_list + +def covmat_to_artunc(ndata, covmat_list, no_of_norm_mat=0): + r"""Convert the covariance matrix to a matrix of + artificial uncertainties. + + Parameters + ---------- + ndata : integer + Number of data points + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + no_of_norm_mat : int + Normalized covariance matrices may have an eigenvalue + of 0 due to the last data point not being linearly + independent. To allow for this, the user should input + the number of normalized matrices that are being treated + in an instance. For example, if a single covariance matrix + of a normalized distribution is being processed, the input + would be 1. If a covariance matrix contains pertains to + 3 normalized datasets (i.e. cross covmat for 3 + distributions), the input would be 3. The default value is + 0 for when the covariance matrix pertains to an absolute + distribution. + + Returns + ------- + artunc : list + A two dimensional matrix (given as a list of lists) + which contains artificial uncertainties to be added + to the commondata. i^th row (or list) contains the + artificial uncertainties of the i^th data point. + + """ + epsilon = -0.0000000001 + neg_eval_count = 0 + psd_check = True + covmat = np.zeros((ndata, ndata)) + artunc = np.zeros((ndata, ndata)) + for i in range(len(covmat_list)): + a = i // ndata + b = i % ndata + covmat[a][b] = covmat_list[i] + eigval, eigvec = eig(covmat) + for j in range(len(eigval)): + if eigval[j] < epsilon: + psd_check = False + elif eigval[j] > epsilon and eigval[j] <= 0: + neg_eval_count = neg_eval_count + 1 + if neg_eval_count == (no_of_norm_mat + 1): + psd_check = False + elif eigval[j] > 0: + continue + if psd_check == False: + raise ValueError('The covariance matrix is not positive-semidefinite') + else: + for i in range(ndata): + for j in range(ndata): + if eigval[j] < 0: + continue + else: + artunc[i][j] = eigvec[i][j] * sqrt(eigval[j]) + return artunc.tolist() + +def cross_cormat_to_covmat(row_err_list, col_err_list, cormat_list): + r"""Convert cross correlation matrix elements + (i.e. those between different different variables or + observables) to covariance matrix elements. + + Parameters + ---------- + row_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the vertical axis. + col_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the horizontal axis. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(col_err_list) + b = i % len(col_err_list) + covmat_list.append(cormat_list[i] * row_err_list[a] * col_err_list[b]) + return covmat_list + +def matlist_to_matrix(rows, columns, mat_list): + r"""Convert a 1d list to a 2d matrix. + + Note: This utils function is not strictly needed for + data implementation, however, it is provided for + the aid of the user due to how matrices are treated + throughout all the other functions. This function + allows the user to convert a list that contains the + elemnets of matrix row by row to a proper matrix, if + need be for any reason. + + Parameters + ---------- + rows : int + No. of rows in the matrix + columns : int + No. of columns in the matrix + mat_list : list + A one dimensional list which contains the elements of + the matrix row by row. + + Returns + ------- + matrix : numpy.ndarray + The matrix as a numpy 2d array. + + """ + if rows * columns == len(mat_list): + matrix = np.zeros((rows, columns)) + for i in range(rows): + for j in range(columns): + matrix[i][j] = mat_list[j + i * columns] + matrix = np.array(matrix) + return matrix + else: + raise Exception('rows * columns != len(mat_list)') + +def concat_matrices(rows, columns, list_of_matrices): + r"""Join smaller matrices into a large matrix. + + This function aims to simplify the process of joining multiple + smaller matrices into one large matrix. Such a need could arise, + for instance, when cross variable covariance matrices are provided + but the user needs to join all the matrices to generate the full + covariance matrix corresponding to the entire dataset. + + Parameters + ---------- + rows : int + No. of rows of matrices to be concatenated. E.g., if 6 + matrices: A, B, C, D, E, F need to be joined as + [[A, B, C], + [D, E, F]], + the number of rows would be 2. + columns : int + No. of columns of matrices to be concatenated. In the + above example, this would be 3. + list_of_matrices : list + A list of the matrices that have to concatenated row by + row. In the above example, this would be [A, B, C, D, E, F]. + The matrices themselves need to be provided as a list of lists, + or a numpy 2d array. If the user has the matrix in a 1d row by + row form, use matList_to_matrix() to convert it. It is assumed + the user verifies that all the input matrices have the correct + dimensions. Matrices with incompatible dimensions will lead to + undesired behavior. + + Returns + ------- + final_mat_list : list + A one dimensional list which contains the elements of + the final, fully concatenated matrix row by row. + + """ + for i in range(len(list_of_matrices)): + list_of_matrices[i] = np.array(list_of_matrices[i]) + col_list = [] + for i in range(rows): + row_list = [] + for j in range(columns): + row_list.append(list_of_matrices[j + i * columns]) + col_list.append(np.concatenate(tuple(row_list), axis=1)) + final_mat = np.concatenate(tuple(col_list), axis=0) + final_mat_list = [] + for i in range(len(final_mat)): + for j in range(len(final_mat[i])): + final_mat_list.append(final_mat[i][j]) + return final_mat_list + +def trimat_to_fullmat(mode, tri_mat_list): + r"""Convert a list of values of a triangular matrix + to a symmetric matrix. + + Experimental datasets can provide the entries of + correlation or covariance matrices as a triangular + matrix, as these matrices are symmetric by their + very nature. This function can convert these list to + a complete symmetric matrix, that can be used for the + dataset implementation. + + mode : bool + Enter 0 or 1 based on the following scenarios: + Use mode 0 if matrix entries are given row by + row such as: + 0 1 2 3 + 4 5 6 + 7 8 + 9 + Use mode 1 if the matrix entries are given column + by column such as: + 0 1 3 6 + 2 4 7 + 5 8 + 9 + Please note that the numbers above (0-9) are not + entries of the matrix but rather the index of the + entries of the list which contains the elements of + the triangular matrix. + tri_mat_list : list + A list containing the elements of the triangular matrix, + for example, for a 4*4 matrix, the list of + triangular matrix entries could be: + [a, b, c, d, e, f, g, h, i, j] + + Returns + ------- + mat_list : list + A one dimensional list which contains the elements of + the fully populated, symmetric matrix row by row. + + """ + dim = int((np.sqrt(1 + 8*len(tri_mat_list)) - 1)/2) + matrix = np.zeros((dim, dim)) + if mode == 0: + for i in range(dim): + for j in range(i + 1): + list_el = len(tri_mat_list) - 1 - ((i*(i + 1))//2 + j) + if i == j: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + else: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + matrix[dim - 1 - j][dim - 1 - i] = tri_mat_list[list_el] + elif mode == 1: + for i in range(dim): + for j in range(i + 1): + list_el = (i*(i + 1))//2 + j + if i == j: + matrix[i][j] = tri_mat_list[list_el] + else: + matrix[i][j] = tri_mat_list[list_el] + matrix[j][i] = tri_mat_list[list_el] + else: + raise Exception('Mode should be 0 or 1, refer to the function for usage') + mat_list = [] + for i in range(dim): + for j in range(dim): + mat_list.append(matrix[i][j]) + return mat_list \ No newline at end of file diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/filter.py b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/filter.py index ae3f494385..ecd8703948 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/filter.py +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/filter.py @@ -1,5 +1,5 @@ import yaml -from validphys.commondata_utils import percentage_to_absolute as pta +from utils import percentage_to_absolute as pta from manual_impl import dijet_data, dijet_sys, artunc def processData(): @@ -59,7 +59,7 @@ def processData(): 'Syst_9':{'description': 'lar noise', 'treatment': 'MULT', 'type': 'CORR'}, 'Syst_10':{'description': 'norm', 'treatment': 'MULT', 'type': 'CORR'}} for i in range(48): - error_definition['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty ' + str(i+1), 'treatment': 'ADD', 'type': 'H1JETS14064709'} + error_definition['ArtUnc_'+str(i+1)] = {'description': 'artificial uncertainty ' + str(i+1), 'treatment': 'ADD', 'type': 'H1JETS14064709unc'+str(i+1)} data_central_yaml = {'data_central': data_central} diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/manual_impl.py b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/manual_impl.py index 113250bf6f..ebe9fa6ec4 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/manual_impl.py +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/manual_impl.py @@ -1,6 +1,6 @@ from math import sqrt -from validphys.commondata_utils import cormat_to_covmat as ctc -from validphys.commondata_utils import covmat_to_artunc as cta +from utils import cormat_to_covmat as ctc +from utils import covmat_to_artunc as cta jet_old_impl_list = [['1', 'DIS_1JET', '1.750000000000e+02', '9.000000000000e+00', '3.190000000000e+02', '7.042365878823e+01', '1.901438787282e+00', '7.042365878823e-01', '1.000000000000e+00', '7.130250486484e-01', '1.010961455291e+00', '6.718827732504e-01', '9.531044964111e-01', '2.517144109385e-01', '3.572500464504e-01', '2.515885537330e-01', '3.572500464504e-01', '3.521182939412e-01', '5.000000000000e-01', '4.225419527294e-01', '6.000000000000e-01', '2.042286104859e+00', '2.900000000000e+00'], ['2', 'DIS_1JET', '1.750000000000e+02', '1.450000000000e+01', '3.190000000000e+02', '3.095350776162e+01', '1.269093818226e+00', '8.666982173254e-01', '2.800000000000e+00', '7.598162606841e-01', '2.452246318915e+00', '1.718173641914e-01', '5.542497004702e-01', '1.910967863178e-01', '6.170584587557e-01', '8.045980207445e-02', '2.599375899303e-01', '1.547675388081e-01', '5.000000000000e-01', '1.857210465697e-01', '6.000000000000e-01', '8.976517250870e-01', '2.900000000000e+00'], ['3', 'DIS_1JET', '1.750000000000e+02', '2.400000000000e+01', '3.190000000000e+02', '8.082109035000e+00', '5.172549782400e-01', '2.828738162250e-01', '3.500000000000e+00', '2.743800000000e-01', '3.400000000000e+00', '1.976738222426e-02', '2.447042700083e-01', '3.679736009134e-02', '4.552940319412e-01', '8.082109035000e-03', '1.000000000000e-01', '4.041054517500e-02', '5.000000000000e-01', '4.849265421000e-02', '6.000000000000e-01', '2.343811620150e-01', '2.900000000000e+00'], ['4', 'DIS_1JET', '1.750000000000e+02', '4.000000000000e+01', '3.190000000000e+02', '9.125014074304e-01', '1.396127153368e-01', '1.067626646694e-01', '1.170000000000e+01', '4.688994472166e-02', '5.118073262173e+00', '1.519286117216e-03', '1.657483653351e-01', '4.299338659215e-03', '4.704529347867e-01', '1.991738317891e-03', '2.182723557106e-01', '4.562507037152e-03', '5.000000000000e-01', '5.475008444582e-03', '6.000000000000e-01', '2.646254081548e-02', '2.900000000000e+00'], ['5', 'DIS_1JET', '2.350000000000e+02', '9.000000000000e+00', '3.190000000000e+02', '5.493706846573e+01', '1.648112053972e+00', '-3.296224107944e-01', '-6.000000000000e-01', '5.220401134013e-01', '9.531044964111e-01', '6.074575198510e-01', '1.107945704936e+00', '4.273370774492e-01', '7.782554801857e-01', '1.960665379920e-01', '3.568929749397e-01', '2.746853423286e-01', '5.000000000000e-01', '3.296224107944e-01', '6.000000000000e-01', '1.593174985506e+00', '2.900000000000e+00'], ['6', 'DIS_1JET', '2.350000000000e+02', '1.450000000000e+01', '3.190000000000e+02', '2.680000000000e+01', '1.098800000000e+00', '9.112000000000e-01', '3.400000000000e+00', '6.432000000000e-01', '2.400000000000e+00', '1.072000000000e-01', '4.000000000000e-01', '1.608000000000e-01', '6.000000000000e-01', '8.040000000000e-02', '3.000000000000e-01', '1.340000000000e-01', '5.000000000000e-01', '1.608000000000e-01', '6.000000000000e-01', '7.772000000000e-01', '2.900000000000e+00'], ['7', 'DIS_1JET', '2.350000000000e+02', '2.400000000000e+01', '3.190000000000e+02', '7.013496240129e+00', '4.628907518485e-01', '3.366478195262e-01', '4.800000000000e+00', '2.492988998672e-01', '3.551005871609e+00', '1.404103000000e-02', '2.000000000000e-01', '3.893063895065e-02', '5.548042274342e-01', '2.505571857565e-02', '3.572500464504e-01', '3.506748120064e-02', 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'5.792136528160e+00', '8.870351800802e-04', '2.601979180124e-01', '2.045447220000e-03', '6.024096385542e-01', '9.603761342813e-04', '2.834095315377e-01', '1.355460600172e-03', '4.000000000000e-01', '2.033190900258e-03', '6.000000000000e-01', '9.827089351246e-03', '2.900000000000e+00'], ['13', 'DIS_2JET', '5.500000000000e+02', '9.000000000000e+00', '3.190000000000e+02', '1.673342087918e+01', '6.860702560462e-01', '1.171339461542e-01', '7.000000000000e-01', '2.361736649163e-02', '1.412800761611e-01', '1.425827699417e-01', '8.525098505363e-01', '5.972040358486e-02', '3.568929749397e-01', '3.346684175835e-02', '2.000000000000e-01', '6.693368351670e-02', '4.000000000000e-01', '1.004005252750e-01', '6.000000000000e-01', '4.852692054961e-01', '2.900000000000e+00'], ['14', 'DIS_2JET', '5.500000000000e+02', '1.450000000000e+01', '3.190000000000e+02', '1.078379730405e+01', '6.793792301552e-01', '3.774329056418e-01', '3.500000000000e+00', '2.225822095317e-01', '2.064042448225e+00', '3.850586794386e-02', '3.572500464504e-01', '5.976916425701e-02', '5.542497004702e-01', '1.078379730405e-02', '1.000000000000e-01', '4.313518921620e-02', '4.000000000000e-01', '6.470278382430e-02', '6.000000000000e-01', '3.127301218175e-01', '2.900000000000e+00'], ['15', 'DIS_2JET', '5.500000000000e+02', '2.400000000000e+01', '3.190000000000e+02', '3.651824087044e+00', '2.264130933967e-01', '8.034012991496e-02', '2.200000000000e+00', '1.186530736012e-01', '3.252395337426e+00', '3.648175000000e-03', '1.000000000000e-01', '1.302659032865e-02', '3.568929749397e-01', '6.052838729189e-03', '1.657483653351e-01', '1.095547226113e-02', '3.000000000000e-01', '2.191094452226e-02', '6.000000000000e-01', '1.059028985243e-01', '2.900000000000e+00'], ['16', 'DIS_2JET', '5.500000000000e+02', '4.000000000000e+01', '3.190000000000e+02', '3.780531631079e-01', '7.712284527401e-02', '-1.398796703499e-02', '-3.700000000000e+00', '2.142858760511e-02', '5.662474610362e+00', '3.277312925923e-04', '8.664586331010e-02', '1.134726852750e-03', '3.000000000000e-01', '3.275674269460e-04', '8.664586331010e-02', '7.561063262158e-04', '2.000000000000e-01', '2.268318978647e-03', '6.000000000000e-01', '1.096354173013e-02', '2.900000000000e+00'], ['17', 'DIS_2JET', '2.850000000000e+03', '9.000000000000e+00', '3.190000000000e+02', '1.492981862873e+01', '6.569120196639e-01', '1.492981862873e-01', '1.000000000000e+00', '6.787273016463e-02', '4.552940319412e-01', '8.266580922124e-02', '5.542497004702e-01', '1.065137174707e-01', '7.134294134408e-01', '5.971927451490e-02', '4.000000000000e-01', '1.791578235447e-01', '1.200000000000e+00', '8.957891177235e-02', '6.000000000000e-01', '4.329647402330e-01', '2.900000000000e+00'], ['18', 'DIS_2JET', '2.850000000000e+03', '1.450000000000e+01', '3.190000000000e+02', '1.320660000000e+01', '6.735366000000e-01', '2.773386000000e-01', '2.100000000000e+00', '1.980000000000e-01', '1.500000000000e+00', '2.188972361635e-02', '1.657483653351e-01', '3.961980000000e-02', '3.000000000000e-01', '6.603300000000e-02', '5.000000000000e-01', '1.452726000000e-01', '1.100000000000e+00', '7.923960000000e-02', '6.000000000000e-01', '3.829914000000e-01', '2.900000000000e+00'], ['19', 'DIS_2JET', '2.850000000000e+03', '2.400000000000e+01', '3.190000000000e+02', '4.769997615000e+00', '2.575798712100e-01', '2.384998807500e-01', '5.000000000000e+00', '1.216817557196e-01', '2.552256331931e+00', '7.906195049935e-03', '1.657483653351e-01', '1.239282042995e-02', '2.596777822442e-01', '1.704081869527e-02', '3.572500464504e-01', '5.246997376500e-02', '1.100000000000e+00', '2.861998569000e-02', '6.000000000000e-01', '1.383299308350e-01', '2.900000000000e+00'], ['20', 'DIS_2JET', '2.850000000000e+03', '4.000000000000e+01', '3.190000000000e+02', '9.574765845645e-01', '9.862008821014e-02', '1.914953169129e-02', '2.000000000000e+00', '4.404279943419e-02', '4.597575823778e+00', '1.659230195466e-03', '1.730320487082e-01', '3.144012940281e-03', '3.283644729245e-01', '9.574765845645e-04', '1.000000000000e-01', '9.574765845645e-03', '1.000000000000e+00', '5.744859507387e-03', '6.000000000000e-01', '2.776682095237e-02', '2.900000000000e+00'], ['21', 'DIS_2JET', '1.000000000000e+04', '9.000000000000e+00', '3.190000000000e+02', '7.304516141587e-01', '1.680038712565e-01', '-1.606993551149e-02', '-2.200000000000e+00', '4.766455994762e-03', '6.522043307043e-01', '3.013258361078e-03', '4.131368362342e-01', '9.247363761182e-03', '1.269776898659e+00', '4.246488757399e-03', '5.813511360763e-01', '1.533948389733e-02', '2.100000000000e+00', '4.382709684952e-03', '6.000000000000e-01', '2.118309681060e-02', '2.900000000000e+00'], ['22', 'DIS_2JET', '1.000000000000e+04', '1.450000000000e+01', '3.190000000000e+02', '8.706033123616e-01', '1.749912657847e-01', '8.270731467435e-02', '9.500000000000e+00', '1.947170447085e-02', '2.279271735273e+00', '1.416687987638e-03', '1.657483653351e-01', '1.753222436605e-02', '2.027898319008e+00', '1.279419312639e-02', '1.469577813997e+00', '1.567085962251e-02', '1.800000000000e+00', '5.223619874170e-03', '6.000000000000e-01', '2.524749605849e-02', '2.900000000000e+00'], ['23', 'DIS_2JET', '1.000000000000e+04', '2.400000000000e+01', '3.190000000000e+02', '3.432745801866e-01', '6.625199397602e-02', '-1.647717984896e-02', '-4.800000000000e+00', '7.582220782858e-03', '2.185670118954e+00', '1.150557039523e-03', '3.319944735090e-01', '3.213856823901e-03', '9.320219593463e-01', '3.391765881260e-03', '9.880620579059e-01', '6.522217023546e-03', '1.900000000000e+00', '2.059647481120e-03', '6.000000000000e-01', '9.954962825412e-03', '2.900000000000e+00'], ['24', 'DIS_2JET', '1.000000000000e+04', '4.000000000000e+01', '3.190000000000e+02', '1.496621703174e-01', '4.025912381538e-02', '-1.122466277381e-02', '-7.500000000000e+00', '3.816341965810e-03', '2.578104267278e+00', '2.563937489936e-04', '1.730320487082e-01', '2.067852779348e-03', '1.386516218276e+00', '1.218485308050e-03', '8.141571817822e-01', '2.693919065713e-03', '1.800000000000e+00', '8.979730219045e-04', '6.000000000000e-01', '4.340202939205e-03', '2.900000000000e+00']] diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/uncertainties.yaml b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/uncertainties.yaml index e2b6295b71..2e7c9b0dce 100644 --- a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/uncertainties.yaml +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/uncertainties.yaml @@ -42,195 +42,195 @@ definitions: ArtUnc_1: description: artificial uncertainty 1 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc1 ArtUnc_2: description: artificial uncertainty 2 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc2 ArtUnc_3: description: artificial uncertainty 3 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc3 ArtUnc_4: description: artificial uncertainty 4 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc4 ArtUnc_5: description: artificial uncertainty 5 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc5 ArtUnc_6: description: artificial uncertainty 6 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc6 ArtUnc_7: description: artificial uncertainty 7 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc7 ArtUnc_8: description: artificial uncertainty 8 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc8 ArtUnc_9: description: artificial uncertainty 9 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc9 ArtUnc_10: description: artificial uncertainty 10 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc10 ArtUnc_11: description: artificial uncertainty 11 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc11 ArtUnc_12: description: artificial uncertainty 12 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc12 ArtUnc_13: description: artificial uncertainty 13 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc13 ArtUnc_14: description: artificial uncertainty 14 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc14 ArtUnc_15: description: artificial uncertainty 15 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc15 ArtUnc_16: description: artificial uncertainty 16 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc16 ArtUnc_17: description: artificial uncertainty 17 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc17 ArtUnc_18: description: artificial uncertainty 18 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc18 ArtUnc_19: description: artificial uncertainty 19 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc19 ArtUnc_20: description: artificial uncertainty 20 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc20 ArtUnc_21: description: artificial uncertainty 21 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc21 ArtUnc_22: description: artificial uncertainty 22 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc22 ArtUnc_23: description: artificial uncertainty 23 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc23 ArtUnc_24: description: artificial uncertainty 24 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc24 ArtUnc_25: description: artificial uncertainty 25 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc25 ArtUnc_26: description: artificial uncertainty 26 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc26 ArtUnc_27: description: artificial uncertainty 27 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc27 ArtUnc_28: description: artificial uncertainty 28 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc28 ArtUnc_29: description: artificial uncertainty 29 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc29 ArtUnc_30: description: artificial uncertainty 30 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc30 ArtUnc_31: description: artificial uncertainty 31 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc31 ArtUnc_32: description: artificial uncertainty 32 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc32 ArtUnc_33: description: artificial uncertainty 33 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc33 ArtUnc_34: description: artificial uncertainty 34 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc34 ArtUnc_35: description: artificial uncertainty 35 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc35 ArtUnc_36: description: artificial uncertainty 36 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc36 ArtUnc_37: description: artificial uncertainty 37 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc37 ArtUnc_38: description: artificial uncertainty 38 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc38 ArtUnc_39: description: artificial uncertainty 39 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc39 ArtUnc_40: description: artificial uncertainty 40 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc40 ArtUnc_41: description: artificial uncertainty 41 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc41 ArtUnc_42: description: artificial uncertainty 42 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc42 ArtUnc_43: description: artificial uncertainty 43 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc43 ArtUnc_44: description: artificial uncertainty 44 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc44 ArtUnc_45: description: artificial uncertainty 45 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc45 ArtUnc_46: description: artificial uncertainty 46 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc46 ArtUnc_47: description: artificial uncertainty 47 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc47 ArtUnc_48: description: artificial uncertainty 48 treatment: ADD - type: H1JETS14064709 + type: H1JETS14064709unc48 bins: - Syst_1: 0.4899271509815 Syst_2: 0.028659029990565 diff --git a/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/utils.py b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/utils.py new file mode 100644 index 0000000000..4fac235055 --- /dev/null +++ b/validphys2/src/validphys/datafiles/new_commondata/H1_2JET_319GEV_351PB-1_DIF/utils.py @@ -0,0 +1,361 @@ +""" +Python utilities for commondata implementation. + +This module provides helpful functions that automate a few +tasks that are regularly needed for the implementation of +experimental data to the commondata format. If there are +any additional functions that could be added here as they +could simplify some repetitve tasks, please do suggest. + +Before the usage of any functions, it is recommended to read +the docstrings of the function to understand the inputs and +outputs. + +@author: Tanishq Sharma +""" + +import numpy as np + +from math import sqrt +from numpy.linalg import eig + +def symmetrize_errors(delta_plus, delta_minus): + r"""Compute the symmterized uncertainty and the shift in data point. + + Parameters + ---------- + delta_plus : float + The top/plus uncertainty with sign + delta_minus : float + The bottom/minus uncertainty with sign + + Returns + ------- + se_delta : float + The value to be added to the data point + se_sigma : float + The symmetrized uncertainty to be used in commondata + + """ + semi_diff = (delta_plus + delta_minus)/2 + average = (delta_plus - delta_minus)/2 + se_delta = semi_diff + se_sigma = sqrt(average*average + 2*semi_diff*semi_diff) + return se_delta, se_sigma + +def percentage_to_absolute(percentage, value): + r"""Compute the absolute value of uncertainty from percentage. + + Parameters + ---------- + percentage : string/float + Experimental datasets can provide the percentage + uncertainties with a % sign or without one. + The function will autostrip % sign and convert to + a float type in case the percentage uncertainty + comes with a % sign. Else, it will directly perform + the computation. + value : float + The data point + + Returns + ------- + absolute : float + The absolute value of the uncertainty + + """ + if type(percentage) is str: + percentage = float(percentage.replace("%", "")) + absolute = percentage * value * 0.01 + return absolute + else: + absolute = percentage * value * 0.01 + return absolute + +def cormat_to_covmat(err_list, cormat_list): + r"""Convert correlation matrix elements to covariance + matrix elements. + + Parameters + ---------- + err_list : list + A one dimensional list which contains the uncertainty + associated to each data point in order. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(err_list) + b = i % len(err_list) + covmat_list.append(cormat_list[i] * err_list[a] * err_list[b]) + return covmat_list + +def covmat_to_artunc(ndata, covmat_list, no_of_norm_mat=0): + r"""Convert the covariance matrix to a matrix of + artificial uncertainties. + + Parameters + ---------- + ndata : integer + Number of data points + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + no_of_norm_mat : int + Normalized covariance matrices may have an eigenvalue + of 0 due to the last data point not being linearly + independent. To allow for this, the user should input + the number of normalized matrices that are being treated + in an instance. For example, if a single covariance matrix + of a normalized distribution is being processed, the input + would be 1. If a covariance matrix contains pertains to + 3 normalized datasets (i.e. cross covmat for 3 + distributions), the input would be 3. The default value is + 0 for when the covariance matrix pertains to an absolute + distribution. + + Returns + ------- + artunc : list + A two dimensional matrix (given as a list of lists) + which contains artificial uncertainties to be added + to the commondata. i^th row (or list) contains the + artificial uncertainties of the i^th data point. + + """ + epsilon = -0.0000000001 + neg_eval_count = 0 + psd_check = True + covmat = np.zeros((ndata, ndata)) + artunc = np.zeros((ndata, ndata)) + for i in range(len(covmat_list)): + a = i // ndata + b = i % ndata + covmat[a][b] = covmat_list[i] + eigval, eigvec = eig(covmat) + for j in range(len(eigval)): + if eigval[j] < epsilon: + psd_check = False + elif eigval[j] > epsilon and eigval[j] <= 0: + neg_eval_count = neg_eval_count + 1 + if neg_eval_count == (no_of_norm_mat + 1): + psd_check = False + elif eigval[j] > 0: + continue + if psd_check == False: + raise ValueError('The covariance matrix is not positive-semidefinite') + else: + for i in range(ndata): + for j in range(ndata): + if eigval[j] < 0: + continue + else: + artunc[i][j] = eigvec[i][j] * sqrt(eigval[j]) + return artunc.tolist() + +def cross_cormat_to_covmat(row_err_list, col_err_list, cormat_list): + r"""Convert cross correlation matrix elements + (i.e. those between different different variables or + observables) to covariance matrix elements. + + Parameters + ---------- + row_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the vertical axis. + col_err_list : list + A one dimensional list which contains the uncertainty + associated to each data point of the variable that is + given on the horizontal axis. + cormat_list : list + A one dimensional list which contains the elements of + the correlation matrix row by row. Since experimental + datasets provide these matrices in a list form, this + simplifies the implementation for the user. + + Returns + ------- + covmat_list : list + A one dimensional list which contains the elements of + the covariance matrix row by row. + + """ + covmat_list = [] + for i in range(len(cormat_list)): + a = i // len(col_err_list) + b = i % len(col_err_list) + covmat_list.append(cormat_list[i] * row_err_list[a] * col_err_list[b]) + return covmat_list + +def matlist_to_matrix(rows, columns, mat_list): + r"""Convert a 1d list to a 2d matrix. + + Note: This utils function is not strictly needed for + data implementation, however, it is provided for + the aid of the user due to how matrices are treated + throughout all the other functions. This function + allows the user to convert a list that contains the + elemnets of matrix row by row to a proper matrix, if + need be for any reason. + + Parameters + ---------- + rows : int + No. of rows in the matrix + columns : int + No. of columns in the matrix + mat_list : list + A one dimensional list which contains the elements of + the matrix row by row. + + Returns + ------- + matrix : numpy.ndarray + The matrix as a numpy 2d array. + + """ + if rows * columns == len(mat_list): + matrix = np.zeros((rows, columns)) + for i in range(rows): + for j in range(columns): + matrix[i][j] = mat_list[j + i * columns] + matrix = np.array(matrix) + return matrix + else: + raise Exception('rows * columns != len(mat_list)') + +def concat_matrices(rows, columns, list_of_matrices): + r"""Join smaller matrices into a large matrix. + + This function aims to simplify the process of joining multiple + smaller matrices into one large matrix. Such a need could arise, + for instance, when cross variable covariance matrices are provided + but the user needs to join all the matrices to generate the full + covariance matrix corresponding to the entire dataset. + + Parameters + ---------- + rows : int + No. of rows of matrices to be concatenated. E.g., if 6 + matrices: A, B, C, D, E, F need to be joined as + [[A, B, C], + [D, E, F]], + the number of rows would be 2. + columns : int + No. of columns of matrices to be concatenated. In the + above example, this would be 3. + list_of_matrices : list + A list of the matrices that have to concatenated row by + row. In the above example, this would be [A, B, C, D, E, F]. + The matrices themselves need to be provided as a list of lists, + or a numpy 2d array. If the user has the matrix in a 1d row by + row form, use matList_to_matrix() to convert it. It is assumed + the user verifies that all the input matrices have the correct + dimensions. Matrices with incompatible dimensions will lead to + undesired behavior. + + Returns + ------- + final_mat_list : list + A one dimensional list which contains the elements of + the final, fully concatenated matrix row by row. + + """ + for i in range(len(list_of_matrices)): + list_of_matrices[i] = np.array(list_of_matrices[i]) + col_list = [] + for i in range(rows): + row_list = [] + for j in range(columns): + row_list.append(list_of_matrices[j + i * columns]) + col_list.append(np.concatenate(tuple(row_list), axis=1)) + final_mat = np.concatenate(tuple(col_list), axis=0) + final_mat_list = [] + for i in range(len(final_mat)): + for j in range(len(final_mat[i])): + final_mat_list.append(final_mat[i][j]) + return final_mat_list + +def trimat_to_fullmat(mode, tri_mat_list): + r"""Convert a list of values of a triangular matrix + to a symmetric matrix. + + Experimental datasets can provide the entries of + correlation or covariance matrices as a triangular + matrix, as these matrices are symmetric by their + very nature. This function can convert these list to + a complete symmetric matrix, that can be used for the + dataset implementation. + + mode : bool + Enter 0 or 1 based on the following scenarios: + Use mode 0 if matrix entries are given row by + row such as: + 0 1 2 3 + 4 5 6 + 7 8 + 9 + Use mode 1 if the matrix entries are given column + by column such as: + 0 1 3 6 + 2 4 7 + 5 8 + 9 + Please note that the numbers above (0-9) are not + entries of the matrix but rather the index of the + entries of the list which contains the elements of + the triangular matrix. + tri_mat_list : list + A list containing the elements of the triangular matrix, + for example, for a 4*4 matrix, the list of + triangular matrix entries could be: + [a, b, c, d, e, f, g, h, i, j] + + Returns + ------- + mat_list : list + A one dimensional list which contains the elements of + the fully populated, symmetric matrix row by row. + + """ + dim = int((np.sqrt(1 + 8*len(tri_mat_list)) - 1)/2) + matrix = np.zeros((dim, dim)) + if mode == 0: + for i in range(dim): + for j in range(i + 1): + list_el = len(tri_mat_list) - 1 - ((i*(i + 1))//2 + j) + if i == j: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + else: + matrix[dim - 1 - i][dim - 1 - j] = tri_mat_list[list_el] + matrix[dim - 1 - j][dim - 1 - i] = tri_mat_list[list_el] + elif mode == 1: + for i in range(dim): + for j in range(i + 1): + list_el = (i*(i + 1))//2 + j + if i == j: + matrix[i][j] = tri_mat_list[list_el] + else: + matrix[i][j] = tri_mat_list[list_el] + matrix[j][i] = tri_mat_list[list_el] + else: + raise Exception('Mode should be 0 or 1, refer to the function for usage') + mat_list = [] + for i in range(dim): + for j in range(dim): + mat_list.append(matrix[i][j]) + return mat_list \ No newline at end of file