Pure-Python extended Euclidean algorithm implementation that accepts any number of integer arguments.
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Updated
Sep 29, 2025 - Python
Pure-Python extended Euclidean algorithm implementation that accepts any number of integer arguments.
A library for number theory and modular arithmetic algorithms in Python e.g. Pollard Rho, Miller–Rabin primality test, Cipolla, etc.
Implementation of the RSA algorithm | Python | Command-line interface | Miller-Rabin | Extended Euclidean algorithm
An assortment of functions for number theory / discrete math type problems
Applying extended-euclidean-algorithm on negative powered number to find their inverses
Solution to HackerRank "littlepandapower" problem in mathematics/Number Theory section
Mathematical Implementation of the RSA Encryption Algorithm
Code from Introduction to Computer Security course from PPGCC at UFPA with Roberto Samarone
🗝️ Implementation of famous cryptography algorithms over computer networks. 🔐🔑
Implementation of Various Asymmetric Crypto systems in pure python.
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