2024/05/07

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2024-05-07 20:55:48 +0200 <monochrom> And they teach calculi of constructions.
2024-05-07 20:55:40 +0200justsomeguy(~justsomeg@user/justsomeguy) (Read error: Connection reset by peer)
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2024-05-07 20:54:46 +0200 <monochrom> But you first learn what it should look like to users (the specification) before there is anything to implement for.
2024-05-07 20:53:53 +0200 <disgrunt> monochrom:  I'm interested in implementing something like Coq or Lean and not using it.
2024-05-07 20:52:35 +0200 <monochrom> Because every book that says "lambda calculus" in the title is heading to somewhere else right after the basic (the first 10%).
2024-05-07 20:52:19 +0200 <ncf> maybe https://kar.kent.ac.uk/20998/1/ttfp.pdf
2024-05-07 20:51:07 +0200 <monochrom> or the official book for Agda.
2024-05-07 20:50:45 +0200 <monochrom> Go straight to setting yourself up for calculi of constructions: Read the official book for Coq or the official book for Lean.
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2024-05-07 20:38:53 +0200 <disgrunt> This is less a Haskell question and more a general knowledge of lambda calculus (hopefully to understand and implement a calculus of constructions):  Is there a good book that can teach the theory and notation to a skilled procedural language programmer?
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