rsa-attack-techniques

To recover RSA plaintext from a small public exponent, you can apply a cube-root attack or Hastad broadcast method. This Skill selects the valid attack path based on your exact RSA parameters and computes the plaintext with result verification.

Factoring RSA moduli with close primes is best handled using the Fermat factorization method. This cryptanalysis Skill automatically matches your parameters to Fermat or Pollard p-1 approaches to compute the private factors.

Yes, Coppersmith lattice methods are supported for exploiting RSA small exponent vulnerabilities. The Skill provides SageMath-style approaches to compute hidden plaintext bits or partial factors when given exact RSA parameters.

A padding oracle attack like Bleichenbacher exploits server responses to iteratively recover RSA plaintexts. This Skill applies padding or parity oracle techniques to extract plaintexts when an oracle leak is present in the cryptosystem.

Yes, you need exact RSA parameters like the public modulus and exponent to execute a Wiener attack. The Skill requires these exact inputs to select the mathematically valid attack path and recover the private key.

Shared modulus reuse allows RSA private factor recovery because mathematical relationships between multiple public keys expose the prime factors. This Skill applies the common modulus attack to compute factors when the same modulus is reused across keys.