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A Hill model fit directly on cumulative uptake does not account for seasonal variation - it only finds the "average" uptake S curve. So for any specific season, in-season projections do not pick up right where the data left off. This must be corrected. Below is an idea from @swo:
Or, maybe, the model should be looking at cumulative uptake after the last observed data point? Like, if you observe cumulative u t up > to timepoint t ⋆ , and the cumulative uptake is a function f ( t ) , then your projections are u ( t ⋆ ) + [ f ( t ) − f ( t ⋆ ) ] or something
The text was updated successfully, but these errors were encountered:
A Hill model fit directly on cumulative uptake does not account for seasonal variation - it only finds the "average" uptake S curve. So for any specific season, in-season projections do not pick up right where the data left off. This must be corrected. Below is an idea from @swo:
The text was updated successfully, but these errors were encountered: