fpottier / mpri-2.4-projet-2022-2023Links
A programming project on automatic differentiation in OCaml
☆12Updated 2 years ago
Alternatives and similar repositories for mpri-2.4-projet-2022-2023
Users that are interested in mpri-2.4-projet-2022-2023 are comparing it to the libraries listed below
Sorting:
- ☆137Updated 2 weeks ago
- Bonn Lean course for winter 24/25☆36Updated last month
- Haskell bindings for MLIR☆112Updated 7 months ago
- EGraphs in OCaml☆75Updated last year
- Exploring connections between automatic differentiation and smooth infinitesimal analysis, or smooth algebras☆17Updated 4 years ago
- Compiler for a subset of the ML (really OCaml) language. LLVM is used as a backend.☆31Updated 4 years ago
- Repository where I'll collect some demos of proof assistants that I show to various people in order to spread the magic☆38Updated 2 years ago
- The Next Generation of Compositional Programming☆54Updated last month
- embedding MLIR in LEAN☆48Updated last year
- Readings on computational logic, interactive theorem proving and functional programming.☆81Updated last week
- OCaml code for Compiler Construction course at University of Cambridge☆43Updated 4 years ago
- Miking - the meta viking: a meta-language system for creating embedded languages☆55Updated last week
- An LLVM interface for Lean 4. (WIP)☆24Updated 2 years ago
- Certified Machine Learning☆41Updated 4 years ago
- A deterministic parser with fused lexing☆74Updated 2 years ago
- ☆43Updated 2 months ago
- A Probability Theory Library for the Coq Theorem Prover☆54Updated 2 years ago
- LLVM support for the lean theorem prover☆52Updated 4 years ago
- Building group theory from scratch in Lean☆60Updated 4 years ago
- LVC verified compiler☆58Updated 6 years ago
- A toolkit for enforcing logical specifications on neural networks☆114Updated this week
- Algebraic, staged parsing for OCaml: typed, compositional, and faster than yacc☆102Updated 5 months ago
- Kleene algebra modulo theories☆27Updated 2 years ago
- How to read Lean☆19Updated 8 months ago
- Formalisations for simplicial HoTT and synthetic ∞-categories.☆51Updated 2 weeks ago
- This project contains various supporting libraries for lean to reason about protocols.☆43Updated 8 years ago
- Functional Programming in Lean☆114Updated this week
- A Seamless, Interactive Tactic Learner and Prover for Coq☆76Updated last week
- A formalization of first-order logic and Peano's axioms in Python☆20Updated 3 months ago
- Tool for Bayesian inference on discrete models expressed as probabilistic programs, via generating functions☆25Updated 11 months ago