Fast discrete logarithm solver in Rust

Implementation of some basic algorithms relevant for cryptography.

A collection of notes on mathematical Cryptography, ranging from classical methods through contemporary.

A CUDA based sieve for numbers of the form k*b^n-1. This project is heavily based on SR2Sieve.

Discrete logarithms in the ring of integers modulo n

Elliptic Curve Cryptography and Common Public Key Cryptography Implementations

ROCA: Infineon RSA key vulnerability

An algorithm for solving the discrete logarithm

Practical Implementation of the Maurer Reduction

Classical Cryptosystems, Grain Cipher, RSA and it's attacks, RC4, Toy Cipher(based on SPN) Hash Function and their cryptoanalysis

Implementation of Elliptic Curve / Finite Body in Rust

elliptic curve cryptography with GPU acceleration

An implementation of Shank's (BSGS) algorithm on a toy elliptic curve

Solving a two variable modulo function using the algorithm for discrete lograithm

The Chinese remainder theorem and its application in the Pohlig-Hellman algorithm for solving the discrete logarithm problem.

Diffie-Hellman key exchange and ElGamal cryptosystem. Plus Shanks' algorithm for solving the discrete logarithm problem.

Introduction to the discrete logarithm problem and a comparison of symmetric vs asymmetric ciphers

Pollard Rho attack on ECDLP with GMP