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some simple&naive formal proof of trivial Number Theory, using Agda/Coq, just to practice skills

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TNT

some simple&naive formal proof of trivial Number Theory, using Agda/Coq

just to practice skills (aka a project of Just A Toy (JAT) )

Why Agda now?

The first choice is Coq, because I cannot remember shortcuts in emacs, which is 钦定-ed by Agda used in interactive mode. (Who is Atom?)

But with a little try, I found I do not know anything about Coq.

So It is an Agda project. (Does agda have any module manager?)

Dependencies

  • Agda 2.6
  • Agda-stdlib 0.16

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some simple&naive formal proof of trivial Number Theory, using Agda/Coq, just to practice skills

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