There are 2 repositories under polynomial-arithmetic topic.
Rings: efficient JVM library for polynomial rings
Equations in Swift
一个支持多项式计算与方程求解的小型C++数学库
Polynomial arithmetic over GF2
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.
Field-algebra based on Group / Ring symbolic vector module extension
A C++ polynomials and related algorithms.
A symbolic, multivariate integer polynomial arithmetic library.
Polynomials database on lists with simple operations in Qt
Calculator written in Haskell that can do the four basic arithmetic operations on polynomials.
Polynomial calculator, with love 💕 (Contains the secret implementation of the Complex polynomials !!!!!)
A simple polynomial class that supports all basic operations.
Some basic Data Structures programs (C/C++)
Polynomial Addition : Course Assignment related to CSCI455x : Spring 2017
A complex polynomial arithmetic class..
polynomial-algebra Haskell library
Uses rational numbers to implement precise results for numerical problems.
Implementation of modular arithmetic in C
Plotting Graphs of Complex quadratic and polynomial equations in Python
A polynomial class implementation in the form of sorted linked list. Supporting addition, subtraction and multiplication between polynomials
Given two polynomial numbers represented by a linked list. Write a function that add these lists means add the coefficients who have same variable powers.
Console calculator with support of the Integer, Rational, Modular arithmetic, as well as the Polynomials over these types
HSE pet-project (Classes that works with Polynomials, rational numbers, elements of a five-element field)
Tools for Working with Polynomial
This is my attempt to solve the Traveling Salesman Problem with a polynomial time algorithm.
Data structure programs written in C language
OOP_LW01-polynomial