Add ci
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.woodpecker.yaml
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.woodpecker.yaml
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when:
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- event: [push, pull_request]
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branch: [main]
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steps:
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- name: build
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image: coqorg/coq:8.20.1-ocaml-4.14.2-flambda
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commands:
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- opam update
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- opam install -y coq-hammer-tactics coq-equations coq-stdpp coq-autosubst-ocaml
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- eval $(opam env)
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- sudo chown -R 1000:1000 .
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- make -j2
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* Church Rosser, surjective pairing, and strong normalization
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* Church Rosser, surjective pairing, and strong normalization
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[](https://woodpecker.electriclam.com/repos/3)
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This repository contains a mechanized proof that the lambda calculus
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This repository contains a mechanized proof that the lambda calculus
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with beta and eta rules for functions and pairs is in fact confluent
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with beta and eta rules for functions and pairs is in fact confluent
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for the subset of terms that are "strongly $\beta$-normalizing".
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for the subset of terms that are "strongly $\beta$-normalizing".
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