Frédéric Chapoton's repositories
sage
Main repository of SageMath. Now open for Issues and Pull Requests.
pyscf
Python module for quantum chemistry
Singular
sources for the Singular computer algebra system
qpa
GAP package for quivers and path algebras
secdec
a program to evaluate dimensionally regulated parameter integrals numerically
surface_dynamics
This Sage module is dedicated to dynamics on surfaces (measured foliations, interval exchange transformation, Teichmüller flow, etc)
lmfdb
L-Functions and Modular Forms Database
rec_sequences
A SageMath package for linear recurrence sequences
openPMD-viewer
:snake: Python visualization tools for openPMD files
seminars
Listing of online math seminars
sage-shell-mode
Emacs front end for SageMath
M2
The primary source code repository for Macaulay2, a system for computing in commutative algebra, algebraic geometry and related fields.
thetAV
A Python package for SageMath which provides tools to represent and compute with abelian varieties and theta functions
abelfunctions
A library for computing with Abelian functions, Riemann surfaces, and algebraic curves.
pari-jupyter
Jupyter kernel for PARI/GP
memory_allocator
Cython extension class to allocate memory
motivic-lfunctions
Motivic L-functions
darmonpoints
Sage package to compute Darmon points
oriented_matroids
An oriented matroid implementation for sagemath
hilbertmodgroup
Implementation of Hilbert modular groups using SageMath
hypigu
A SageMath package that provides functions to compute the Igusa local zeta function associated with hyperplane arrangements.
sage-flatsurf
Flat surfaces in Sage
cypari2
Python interface to the number theory library PARI/GP
RiemannTheta
Numerically evaluate riemann theta functions to arbitrary precision in SageMath
SnapPy
SnapPy is a package for studying the topology and geometry of 3-manifolds, with a focus on hyperbolic structures. It is based on the SnapPea kernel written by Jeff Weeks.
GH
Graph Homology
Spherogram
Spherogram is a Python module for dealing with the kind of planar diagrams that arise in 3-dimensional topology, such as link and Heegaard diagrams. It a component of the larger SnapPy project.
hodge-diamond-cutter
Compute Hodge numbers for many classes of smooth projective varieties