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Haskell |
11 |
A type theory based theorem proving library |
Mar 02, 2017 |
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Scala |
10 |
Interactive Theorem Proving based on Inox |
Jun 13, 2022 |
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Coq |
52 |
Modeling and Proving in Computational Type Theory |
May 17, 2023 |
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None |
2 |
Learning Coq theorem proving :) |
Dec 14, 2021 |
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Python |
38 |
Theorem proving in Lean |
Apr 01, 2022 |
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JavaScript |
56 |
Theorem Proving in Lean 4 |
Aug 07, 2022 |
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C++ |
763 |
Experiments towards neural network theorem proving |
Aug 12, 2022 |
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Lean |
76 |
Interactive neural theorem proving in Lean |
Mar 20, 2023 |
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None |
2 |
Cheatsheet for theorem proving in ATS |
Jan 28, 2023 |
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Lean |
4 |
Tutorial to use Lean for theorem proving |
Apr 21, 2022 |
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Python |
2 |
Collecting Github data for theorem-proving scripts. |
Jan 12, 2022 |
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Vim script |
183 |
Interactive theorem proving with Coq in vim. |
Jul 22, 2022 |
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Python |
6 |
"proving-contest"-backends for several theorem provers |
Oct 27, 2022 |
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JavaScript |
2 |
CMU 15-815 Spring 2015 : Interactive Theorem Proving |
Nov 06, 2020 |
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Racket |
3 |
A very simple module's language for theorem proving |
Jan 31, 2021 |
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C++ |
589 |
LLMs as Copilots for Theorem Proving in Lean |
Jan 18, 2024 |
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Python |
59 |
Resolution theorem proving for predicate logic in pure Python. |
Aug 10, 2022 |
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JavaScript |
2 |
A highlight.js language grammar for the Lean theorem proving language. |
Oct 10, 2021 |
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None |
37 |
Readings on computational logic, interactive theorem proving and functional programming. |
Jul 14, 2022 |
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Lean |
2 |
An introduction to theorem proving in Lean for the impatient. |
May 10, 2023 |
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None |
12 |
Code for the paper "Decomposing the Enigma: Subgoal-based Demonstration Learning for Formal Theorem Proving" |
Jun 16, 2023 |
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Haskell |
6 |
Simple theorem prover for the tope layer of Riehl and Shulman type theory with shapes. |
Apr 21, 2023 |
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Coq |
286 |
A Learning Environment for Theorem Proving with the Coq proof assistant |
Aug 17, 2022 |
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Python |
90 |
NaturalProofs: Mathematical Theorem Proving in Natural Language (NeurIPS 2021 Datasets & Benchmarks) |
Apr 22, 2023 |
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Agda |
47 |
Observational Type Theory as an Agda library |
Aug 11, 2022 |
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TypeScript |
3 |
Set-theory based type system used in chaiNNer |
Oct 15, 2022 |
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Coq |
4 |
Homotopy type theory |
Apr 18, 2021 |
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OCaml |
235 |
Spartan type theory |
Apr 21, 2023 |
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Coq |
2 |
Homotopy type theory |
Feb 05, 2021 |
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OCaml |
3 |
Layout Type Theory |
Jan 28, 2023 |
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Coq |
59 |
Hoare Type Theory |
Apr 17, 2023 |
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TeX |
17 |
Cohesive type theory |
Dec 06, 2021 |
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Coq |
12 |
Homotopy type theory |
Mar 15, 2023 |
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Verilog |
2 |
Homotopy type theory |
Apr 22, 2020 |
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Agda |
21 |
Multimode simple type theory as an Agda library. |
Mar 25, 2023 |
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C |
5 |
C based Graph Theory Library |
Apr 26, 2023 |
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Lean |
9 |
A library of results from Social Choice Theory, formalized in the Lean Theorem Prover. |
May 07, 2022 |
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|
TeX |
14 |
Directed type theory for formal category theory |
Nov 25, 2021 |
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Haskell |
65 |
Prototype implementations of systems based on setoid type theory |
Sep 26, 2022 |
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Agda |
3 |
An untyped programming language based on polarized type theory. |
Dec 11, 2021 |
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Haskell |
50 |
Quantitative Type Theory implementation |
Mar 16, 2023 |
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Haskell |
37 |
Setoid type theory implementation |
Mar 31, 2023 |
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TeX |
2 |
Notes on type theory. |
Aug 05, 2021 |
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Haskell |
25 |
A Teeny Type Theory |
Sep 12, 2022 |
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TeX |
12 |
Type theory (IFMO, 2014) |
May 18, 2020 |
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HTML |
8 |
Internalizing intensional type theory |
Mar 07, 2023 |
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Coq |
22 |
A category theory library built on top of Homotopy Type Theory, by Jason Gross |
Mar 08, 2022 |
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Standard ML |
28 |
Athena is a programming language and an interactive theorem proving environment for proof engineering. |
May 22, 2022 |
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OCaml |
3 |
SGGS-based theorem prover |
Jul 27, 2022 |
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None |
1839 |
A collection of resources for learning type theory and type theory adjacent fields. |
May 01, 2023 |