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C++ |
346 |
Lean Theorem Prover |
Aug 08, 2022 |
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C++ |
2061 |
Lean Theorem Prover |
Aug 10, 2022 |
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Lean |
2 |
Notes from my experience learning the Lean Theorem Prover |
Aug 20, 2017 |
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Lean |
27 |
LLVM support for the lean theorem prover |
Mar 13, 2023 |
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None |
2 |
Reference manual for the Lean theorem prover |
Feb 02, 2021 |
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Python |
18 |
Python talking to the Lean theorem prover |
Aug 25, 2021 |
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Lua |
91 |
neovim support for the Lean theorem prover |
Aug 16, 2022 |
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Vim script |
13 |
Lean Theorem Prover plugin for Vim. |
Nov 30, 2022 |
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Haskell |
52 |
Reference type checker for the Lean theorem prover |
Apr 08, 2022 |
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Lean |
99 |
Perfectoid spaces in the Lean formal theorem prover. |
Jul 09, 2022 |
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None |
9 |
Links to recourses for the Lean Theorem Prover |
Mar 16, 2023 |
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Lean |
13 |
The matrix cookbook, proved in the Lean theorem prover |
May 04, 2023 |
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Lean |
1748 |
Lean 4 programming language and theorem prover |
Aug 22, 2022 |
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Haskell |
19 |
Haskell Bindings to the Lean Theorem Prover http://leanprover.github.io/ |
Jan 04, 2021 |
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Lean |
5 |
Implementation of Gowers & Ganesalingam theorem prover in Lean |
Dec 20, 2021 |
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C |
18 |
Experimental tree-sitter parser for the Lean (4) Theorem Prover |
May 10, 2022 |
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None |
2 |
Exuberant Ctags patterns for use with Lean Theorem Prover. |
Mar 23, 2022 |
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Lean |
4 |
Attempt to formalize Berkovich spaces in Lean theorem prover |
Mar 19, 2022 |
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C++ |
7919 |
The Z3 Theorem Prover |
Aug 29, 2022 |
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Scala |
10 |
The Princess Theorem Prover |
Mar 19, 2023 |
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C++ |
207 |
The Vampire Theorem Prover |
May 03, 2023 |
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C++ |
2 |
The Z3 Theorem Prover |
Oct 29, 2022 |
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C++ |
117 |
Lean theorem prover version 0.2 (it supports standard and HoTT modes) |
May 29, 2022 |
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|
Lean |
24 |
A model of the RISC Zero zkVM and ecosystem in the Lean 4 Theorem Prover |
Apr 24, 2023 |
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Lean |
29 |
A formal verification of the babySNARK proof system and others, using the Lean Theorem Prover. |
May 22, 2023 |
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OCaml |
6 |
The HOL Light theorem prover (moved from Google code) |
Mar 07, 2023 |
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Lean |
8 |
math puzzles from various sources, formalized in Lean |
Mar 07, 2023 |
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TeX |
2 |
Documentation for the KeY Theorem Prover |
Feb 18, 2024 |
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C# |
21 |
LINQ bindings for the Z3 theorem prover from Microsoft Research. |
Apr 19, 2023 |
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|
Lean |
12 |
math puzzles from various sources, formalized in Lean 4 |
May 19, 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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HTML |
21 |
Nim binding for the Z3 theorem prover |
Sep 01, 2021 |
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JavaScript |
3 |
The website for STP, the Simple Theorem Prover |
Aug 07, 2022 |
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Makefile |
2 |
A formalisation of the theory of SCEV (Scalar evolution / Chains of recurrences) in the … |
Feb 21, 2022 |
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|
Haskell |
25 |
A type theory based theorem proving library |
May 30, 2021 |
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|
Haskell |
11 |
A type theory based theorem proving library |
Mar 02, 2017 |
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|
Jupyter Notebook |
5 |
A graphical MLL+MIX theorem prover and proof net library |
May 16, 2020 |
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Haskell |
10 |
The 'Robot' theorem prover. Fork of github.com/mg262/research |
Jul 18, 2022 |
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Julia |
23 |
Julia wrapper for The Z3 Theorem Prover (SMT Solver) |
Mar 19, 2022 |
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C++ |
51 |
The Z3 Theorem Prover - repository for staging python distributions |
May 17, 2022 |
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Common Lisp |
7 |
Integrate the Smtlink solver Z3 into the theorem prover ACL2. |
Nov 11, 2021 |
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OCaml |
3 |
The Candle theorem prover (fork of the HOL Light sources) |
Nov 08, 2022 |
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|
Lean |
45 |
An experimental category theory library for Lean |
May 08, 2023 |
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|
Lean |
54 |
Building group theory from scratch in Lean |
Jun 14, 2022 |
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|
Lean |
4 |
Many proofs of the Pythagoras theorem - Lean 4 |
Oct 18, 2023 |
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|
TypeScript |
7 |
Set up a specific version of the Z3 theorem prover |
Feb 03, 2023 |
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|
OCaml |
9 |
First-order automated theorem prover based on the tableau method |
May 11, 2023 |
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|
C++ |
2 |
An Integrated Development Environment for the Higher Order Logic Theorem Prover |
Mar 09, 2016 |
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JavaScript |
2 |
A highlight.js language grammar for the Lean theorem proving language. |
Oct 10, 2021 |
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|
Lean |
2 |
An introduction to theorem proving in Lean for the impatient. |
May 10, 2023 |