A proof assistant is software used for creating and checking formal proofs; examples include Coq and HOL. Not to be used for requesting assistance on finding proofs.
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Why is it so difficult to write complete (computer verifiable) proofs?Is there a known way to formalise notion that certain theorems are essential ones?
How do they verify a verifier of formalized proofs?
How do they verify a verifier of formalized proofs?
Function extensionality: does it make a difference? why would one keep it out of the axioms?
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