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mike dupont
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Feb 26, 2024
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Submodule lang_agent
updated
13 files
+0 −1 | bin/dune | |
+1 −1 | bin/simple.ml | |
+3 −1 | flake.nix | |
+3 −3 | gen_fold_simple.sh | |
+74 −39 | grammars/ebnf.ebnf.prompt | |
+1 −1 | lang_agent.opam | |
+112 −0 | lib/chat_completion.ml | |
+30 −0 | lib/client.ml | |
+1 −1 | lib/dune | |
+9 −0 | lib/json.ml | |
+0 −1 | lib/openai_client.ml | |
+909 −0 | opam-selection.nix | |
+0 −16 | shell.nix |
Submodule opam2nix
updated
from d928af to d0069f
Submodule flake-templates
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eff82e
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* ideas of the day. | ||
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Ideas are contractable back down to the mind where they disappear and reemerge from it. | ||
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We can think of the mind as the base case where the idea emerges from, | ||
and then the idea is continuously deformed into shapes as it gets bigger and bigger outside or inside the mind but starting from a point. | ||
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Even stimulus from outside that might cause this, so we could think of a musical idea that we percieve | ||
and then it deforms in the mind into different forms. | ||
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Now we can consider if two starting points are equivalent, if the idea emerges from the mind we can say they | ||
are two ideas from the same mind at different times or originating from the space mind. | ||
from the outside we can just say this is an idea from this person, or they might change over time. | ||
but the point is if we can reduce the idea to a point it can then dissappear into the mind and reemerge as a new point that we might | ||
consider to be equivalent if it of the same type. | ||
E. Kant considered apriori ideas to be identical if they have the same abstract content. | ||
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we dont know what is happening in there. | ||
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to reconsider or contemplate is to go back into the depths of the mind. | ||
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from the outside we can think of this as a point. also from inside it is also can be considered as point. | ||
so in any case it will go normal senses in and via motor actions out being a neural interface of electric signals. | ||
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If we consider the idea of the principle of induction for contractibility in homotopy type theory, we could consider the mind as the zero element from which | ||
we can contract or drag the ideas out of. | ||
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We can map the semantics of the user interface to coq proof terms so that dragging a total2 gui element that represents a connection on the GUI creates | ||
a total connection between the two objects denoted. |