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17 public repositories
matching this topic...
Coq is a formal proof management system. It provides a formal language to write mathematical definitions, executable algorithms and theorems together with an environment for semi-interactive development of machine-checked proofs.
Updated
Sep 6, 2024
OCaml
Proof assistant based on the λΠ-calculus modulo rewriting
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Aug 30, 2024
OCaml
CoqHammer: An Automated Reasoning Hammer Tool for Coq - Proof Automation for Dependent Type Theory
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Jul 28, 2024
OCaml
Contextual types meet mechanized metatheory!
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Jul 29, 2024
OCaml
A garden of small programming language implementations 🪴
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Sep 7, 2024
OCaml
A pedagogic implementation of abstract bidirectional elaboration for dependent type theory.
Updated
Sep 13, 2021
OCaml
ML modules and functors as first-class citizens by unifying ML modules and ML records with path dependent types and subtyping.
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Jun 3, 2022
OCaml
Anders: Cubical Type Checker
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Oct 23, 2023
OCaml
🧊 Модальний гомотопічний верифікатор математики
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Aug 5, 2024
OCaml
Minimal core language based on dependent function type, pair type, recursive type, sum type and record type.
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May 23, 2024
OCaml
Castle Bravo: Experimental HoTT Implementation
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Jun 16, 2023
OCaml
Language mixing functional programming and Ambient Calculus
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Aug 27, 2024
OCaml
An implementation of dependently typed lambda calculus
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Jul 17, 2022
OCaml
Blazingly type safe GPU accelerated Multi-Layer Perceptron
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Sep 16, 2023
OCaml
A type checker for FreshMLTT, a dependent type theory with abstractable names together with an equational characterisation of freshness.
Updated
Feb 9, 2020
OCaml
Type checker for pure MLTT using well-scoped de Bruijn indices
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Feb 15, 2020
OCaml
Hurricane: HoTT-I Type System
Updated
Mar 21, 2022
OCaml
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