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Search results for mathematics polynomials
mathematics
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polynomials
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8 search results found
Commons Math
⭐
541
Apache Commons Math
Ojalgo
⭐
448
oj! Algorithms
M2
⭐
303
The primary source code repository for Macaulay2, a system for computing in commutative algebra, algebraic geometry and related fields.
Polynomials.jl
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287
Polynomial manipulations in Julia
Orthopy
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179
📐 Orthogonal polynomials in all shapes and sizes.
Nemo.jl
⭐
160
Julia bindings for various mathematical libraries (including flint2)
Computational Algebra
⭐
81
General-Purpose Computer Algebra System as an EDSL in Haskell
Rings
⭐
69
Rings: efficient JVM library for polynomial rings
Polynomialroots.jl
⭐
47
Fast complex polynomial root finder, with support for arbitrary precision calculations
Multivar_horner
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22
python package implementing a multivariate Horner scheme for efficiently evaluating multivariate polynomials
Polygo
⭐
19
A polynomial library.
Tr29124_test
⭐
17
C++ special math functions
Strange Book Zero
⭐
14
a strange book discussing basic stuffs of polynomials
Polycalc
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12
PolyCalc: Polynomial Calculator
Fieldalgebra.jl
⭐
9
Field-algebra based on Group / Ring symbolic vector module extension
Ruffini
⭐
8
Pyhton implementation for Polynomials, Monomials and lot more!
Mixedradixcalculator
⭐
8
Creates a counting system of radixes such as base 12 or mixed radixes such as Minutes/Hours/Days/Years (60/60/24/365)
Nomial
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7
A TypeScript implementation of High-Performance Polynomial Root Finding for Graphics (Yuksel 2022)
Polynomial
⭐
6
Comprehensive univariate polynomial class. All arithmetic performed symbolically. Some advanced features include: Arithmetic of polynomial rings over a finite field, the Tonelli-Shanks algorithm, GCD, exponentiation by squaring, irreducibility checking, modular arithmetic (obviously) and polynomials from roots.
Expression
⭐
6
A library to parse expressions, solve and simplify systems of linear equations, find eigenvalues and eigenvectors
Arithmetic
⭐
5
A Programmatic Approach to Arithmetic
Ruffini
⭐
5
Library for computations over abstract algebraic structures such as finite fields and polynomial rings.
Ulapack
⭐
5
Micro Linear Algebra Package
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