p-Adic numbers and finite fields in Python
-
Updated
May 23, 2024 - Python
p-Adic numbers and finite fields in Python
Discrete Fourier transform in positive characteristic for cyclic group and symmetric group.
🕸️ Graphs, finite fields and discrete dynamical systems in Kotlin
What C# can do for studying Finite Groups, quotient groups, semi-direct products, homomorphisms, automorphisms group, characters table, minimalistic rings and fields manipulations, polynomials factoring, fields extensions and many more...
Constantine: modular, high-performance, zero-dependency cryptography stack for proof systems and blockchain protocols.
=nil; Foundation's Algebraic Operations and Structures Module
Libraries for finite field, elliptic curve, and polynomial arithmetic
LinBox - C++ library for exact, high-performance linear algebra
crypto research stuffs from numerics to ZK applied protocols all written with dirty hands
A computer algebra system in Smalltalk
Write ups on Mathematical Cryptography
C library that provides a set of operations for elements of Galois field.
MPyC: Multiparty Computation in Python
Efficient Lagrange interpolator, capable of handling hundreds of thousands of points. Supports Galois fields.
A code that check the solutions for elliptic curves over large prime fields
A performant NumPy extension for Galois fields and their applications
🏃♂️💨 GPU accelerated STARK prover built on @arkworks-rs
This repository contains SageMath/Python implementations of results of my mathematical research. The programs make use of the Python classes RichExtensionField and RichPolynomial which are useful for working with univariate polynomials over different finite fields and their extensions.
Finite field and algebraic extension field arithmetic
Add a description, image, and links to the finite-fields topic page so that developers can more easily learn about it.
To associate your repository with the finite-fields topic, visit your repo's landing page and select "manage topics."