Comment by iib
2 months ago
In my experience, lean will show that it's correct, but does it not lose the mathematical intuition that led to the result? As far as my experience goes, that's really hard to encode in lean itself.
Could we maybe get more information about the problem from the LLM trace itself here?
As proofs become more and more complex, we will need two AI pipelines: one to generate the LEAN proof, and a second one to extract useful lessons for mathematicians from the LEAN proof.
Or we just don't use LEAN but something better.
Does anything truly better exist? I'm not a mathematician but I did use Rocq and Lean during university. And I found lean to be better.
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