There are 1 repository under polynomial-multiplication topic.
✔ My Solutions of (Algorithmic-Toolbox ) Assignments from Coursera ( University of California San Diego ) With "Go In Depth" Part Which Contains More Details With Each of The Course Topics
Finite field polynomial arithmetic based on fast Fourier transforms
Efficient Algorithm Level Error Detection for Number-Theoretic Transform
The comprehensive tool that allows users to perform various polynomial operations, such as addition, subtraction, multiplication, reversal, and evaluation, via both CLI and GUI.
Vector implementation of CRC algorithms based on Intel carry-less multiplication instruction.
Polynomials database on lists with simple operations in Qt
Implementations of most algorithms learnt in the course UE18CS311
Polynomial calculator, with love 💕 (Contains the secret implementation of the Complex polynomials !!!!!)
A simple polynomial class that supports all basic operations.
Employed into Crystal-Kyber Algorithm, a prominent Lattice-based Post Quantum Cryptography(PQC) algorithm, for polynomial multiplication of higher degrees.
a 2-D (including x and y) polynomial library
A polynomial class implementation in the form of sorted linked list. Supporting addition, subtraction and multiplication between polynomials
This repository contains all the solutions for the assignments of the course offered on Coursera.
Hardware implementation of three optimized target-specific polynomial multipliers for SABER. https://ia.cr/2020/1482
Karatsuba's Algorithm implemented in C++
Using FFT Algorithm to Denoise Data
Калькулятор многочленов, написанный на c++. Поддержка сложения, умножения, деления, взятия n-производной. Поиск точек пересечения с OX.
FFT, Inverse FFT implementation and comparaison of naive multiplication algorithm and FFT based one.
Adds, multiplies, and evaluates polynomials using linked lists
The mid-term project for fall semester : contains main + headers
1st Implementation Work - Design and Analysis of Algorithms 2017.1 - Master in Informatics - PUC-Rio
Fast polynomial multiplications using avx2
OOP_LW01-polynomial
단국대학교 자료구조 과제