A generalization for the extended euclidean algorithm to be used for n-variable equations
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Updated
Oct 21, 2022 - C++
A generalization for the extended euclidean algorithm to be used for n-variable equations
Extended Euclidean algorithm (C++, Windows).
Finds the GCD using the euclidean algorithm or finds a linear combination of the GCD using the extended euclidean algorithm with all steps/work done shown
Implementation of Various Asymmetric Crypto systems in pure python.
This repository contains various data encryption algorithms.
Code from Introduction to Computer Security course from PPGCC at UFPA with Roberto Samarone
Implementation of the extended "Euclidean" algorithm.
Implementation of the RSA algorithm in Java between three parties using Java's BigInteger library. Two of them are the communicating parties and the third acts as an attacker whose purpose is to eavesdrop on the conversation between the previous two. The implementation follows the main rules of RSA and starts by generating two random prime numbe…
Mathematical Implementation of the RSA Encryption Algorithm
Solution to HackerRank "littlepandapower" problem in mathematics/Number Theory section
Implementation of extended euclidean algorithm in C, Java, C#, Python, Julia, Rust, Lisp
A Java Swing GUI Tool which is used in order to calculate the Modular Multiplicative Inverse Value of a set of two user-specified numbers of significant size. Allows the user to calculate the solution using either the Extended Euclidean Algorithm or the Naive Approach.
A simple implementation of the extended Euclidian algorithm in OCAML to emphasize the elegance of functional programming languages.
Find square root of a Qudratic residue element in Zp (p is prime) using Tonelli Shanks Algorithm
Implementation of modular arithmetic in C
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