Xavier Leroy (xavierleroy)

xavierleroy

Geek Repo

Company:Collège de France and Inria

Location:Paris, France

Home Page:https://xavierleroy.org/

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Xavier Leroy's repositories

cryptokit

A library of cryptographic primitives (ciphers, hashes, etc) for OCaml

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cdf-mech-sem

Coq development for the course "Mechanized semantics", Collège de France, 2019-2020

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camlzip

Reading and writing zip and gzip files from OCaml

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cdf-program-logics

Companion Coq development for Xavier Leroy's 2021 lectures on program logics

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pringo

A library of splittable pseudo-random number generators for OCaml

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camlidl

Stub code generator for OCaml/C interface

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coq2html

An HTML documentation generator for Coq source files

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ocamlagrep

String searching with errors, using the Wu-Manber algorithm

ocamlmpi

OCaml/MPI interface

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cdf-sem-meca

Développement Coq pour le cours "Sémantiques mécanisées", Collège de France, 2019-2020

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canonical-binary-tries

Coq development accompanying the paper "Efficient Extensional Binary Tries"

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camljava

Low-level OCaml/Java interface

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spamoracle

E-mail filter and classifier based on Bayesian learning

ocaml

The core OCaml system: compilers, runtime system, base libraries

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ocamltopwin

Historical Win32 application for the OCaml toplevel

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experimental

Experiments with Git and Github

graphics

The Graphics library from OCaml, in a standalone repository

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opam-coq-archive

Archive for all Coq related OPAM packages organized in various repositories

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opam-repository

Main public package repository for OPAM, the source package manager of OCaml.

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coq

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.

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coq-mmaps

Modular Finite Maps overs Ordered Types

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ocaml-multicore

Multicore OCaml

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ocaml.org

Implementation of the ocaml.org website.

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RFCs

Design discussions about the OCaml language

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sandmark

Fork of Sandmark, A benchmark suite for the OCaml compiler

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Zarith

The Zarith library implements arithmetic and logical operations over arbitrary-precision integers and rational numbers. The implementation, based on GMP, is very efficient.

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