vneiger / pmlLinks
Polynomial Matrix Library. Additions to NTL and FLINT libraries, with a focus on univariate polynomial matrices, structured matrices, and their applications.
☆20Updated last month
Alternatives and similar repositories for pml
Users that are interested in pml are comparing it to the libraries listed below
Sorting:
- Lattice reduction and other lattice tools in Julia☆49Updated 9 months ago
- ☆33Updated last month
- a Sparse Direct Solver modulo p☆28Updated 11 months ago
- FLINT (Fast Library for Number Theory)☆534Updated this week
- Finite fields for Julia☆50Updated 6 months ago
- Port to Julia of the Gap3 package Chevie☆18Updated 2 weeks ago
- General purpose mathematical software system, compatible fork of https://github.com/sagemath/sage supporting modularized installation wit…☆39Updated this week
- M4GB: Efficient Groebner Basis algorithm☆68Updated 6 years ago
- Lattice algorithms using floating-point arithmetic☆379Updated last week
- Library for Polynomial System Solving through Algebraic Methods☆160Updated 2 weeks ago
- Interface to Polymake using CxxWrap☆29Updated 2 weeks ago
- ☆37Updated last month
- A C++ library to perform rational function interpolation over finite fields with a rational number reconstruction to promote the coeffici…☆11Updated 5 months ago
- A Python interface for https://github.com/fplll/fplll☆152Updated 4 months ago
- CAS, Commutative Rings, Fraction Fields, Quotient Rings, Polynomial Rings, Galois Fields☆10Updated 7 months ago
- A parallelized, arbitrary precision semidefinite program solver based on the primal-dual interior-point method.☆19Updated last year
- F4 algorithm C++ library (groebner basis computations over finite fields)☆12Updated 7 years ago
- Lattices and Their Algorithms, Leiden, Spring 2024☆20Updated last year
- Toy implementation of FHE algorithms☆95Updated 5 years ago
- ☆305Updated this week
- Thin, efficient wrapper around Arb library (http://arblib.org/)☆28Updated last week
- SEAL.jl is an easy-to-use wrapper for the original SEAL library and supports homomorphic encryption with the BFV and CKKS schemes.☆16Updated 4 years ago
- Groebner bases in (almost) pure Julia☆72Updated last week
- Julia package for the Singular library☆35Updated this week
- A lecture on quantum computing and symmetric-key cryptography at Chinese Academy of Sciences☆15Updated 4 years ago
- Package for the Rigorous Computation of Invariant Measures☆12Updated last month
- Library for computer-assisted proofs in dynamical systems☆23Updated this week
- GAP packages for Julia integration☆82Updated this week
- ☆22Updated 8 years ago
- A Sage interface for FGb (Gröbner basis computations)☆39Updated last year