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rabin-cryptosystem

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The code demonstrates how a third party can break the RSA by obtaining the secret key by using public key and interrupt the communication and modifies the messages in transit.

  • Updated Apr 25, 2021
  • Jupyter Notebook

This project implements the Rabin Cryptosystem in SageMath, a public-key encryption algorithm based on the integer factorization problem. The system uses blum primes for p and q to simplify the decryption process.

  • Updated Oct 14, 2024
  • Jupyter Notebook

A java text editor and email client for public key cryptography and encryption. The ciphers use hypercomplex and hyper-dimensional numbers (including vectors, quaternions, matrices, cubes, and tesseracts), polynomials, determinants, multi-variable, multi-equation, and multi-dimensional arithmetic, integer factorization, and Merkle-Hellman knapsacks

  • Updated Jan 14, 2025
  • Java

Browser-based quadratic-residue lab — Tonelli–Shanks roots, Goldwasser–Micali bit encryption, and four-root Rabin side by side, with a CRT square-or-pseudosquare game, XOR malleability, a real 2048-bit modulus, and a root oracle that gives up N's factors from a single answer

  • Updated Oct 27, 2026
  • TypeScript

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