avigad / arwmLinks
Automated Reasoning for the Working Mathematician
☆11Updated 6 years ago
Alternatives and similar repositories for arwm
Users that are interested in arwm are comparing it to the libraries listed below
Sorting:
- Algebraic proof discovery in Agda☆35Updated 4 years ago
- Template to effortlessly build math-rich websites☆39Updated 4 years ago
- Advent of Code 2020 solutions in Lean 4☆27Updated 5 years ago
- A complete proof in Agda of the Church-Rosser theorem for untyped λ-calculus formalizing the methods by Komori-Matsuda-Yamakawa (2014) an…☆29Updated 3 years ago
- Paradoxes of type theory, described didactically. With accompanying proofs in Agda.☆41Updated 5 years ago
- Syntax for Virtual Equipments: a natural syntax for doing synthetic and internal category theory☆32Updated 2 years ago
- An equational theorem prover based on Knuth-Bendix completion☆57Updated last month
- A type theory with native support for Polynomial Functors.☆41Updated 2 years ago
- An implementation of a simple Neural network in Idris using category theory.☆24Updated last year
- A library and case-study for linear, intrinsically-typed interpreters in Agda☆36Updated 6 years ago
- A Unifying Cartesian Cubical Set Model☆35Updated 6 years ago
- An experimental implementation of homotopy type theory in the interactive proof assistant Isabelle☆34Updated 3 years ago
- Synthetic geometry. Probably mostly algebraic geometry.☆25Updated last year
- Self-contained repository for the eponymous paper☆30Updated 7 years ago
- HoTT in Lean 3☆82Updated 5 years ago
- Revised Omega-categorical Typechecker☆27Updated last year
- This package provides a Coq formalization of abstract algebra using a functional programming style. The modules contained within the pack…☆28Updated 6 years ago
- An Agda formalization of System F and the Brown-Palsberg self-interpreter☆26Updated 5 years ago
- Bidirectional Binding Signature and Bidirectional Type Synthesis, Generically☆21Updated last year
- comparative formalizations of the Yoneda lemma for 1-categories and infinity-categories☆72Updated last year
- Experiments with higher-order abstract syntax in Agda☆22Updated 3 years ago
- Quantitative Type Theory implementation☆54Updated 4 years ago
- A Redex model of CIC as specified in Chapter 4 of the Coq reference manual.☆34Updated 8 years ago
- Formalization of the polymorphic lambda calculus and its parametricity theorem☆36Updated 9 months ago
- Research material of Erik Palmgren (1963–2019)☆21Updated 9 months ago
- Experimental proof assistant (and architecture) for dependent linear logic☆51Updated 3 years ago
- Implementation of Nuprl's type theory in Coq☆46Updated last year
- Generalized syntax & semantics for universe hierarchies☆32Updated 2 years ago
- Datatypes as quotients of polynomial functors☆39Updated 5 years ago
- The Agda Universal Algebra Library (UALib) is a library of types and programs (theorems and proofs) that formalizes the foundations of un…☆20Updated 4 years ago