Alternatives and similar repositories for factor

Users that are interested in factor are comparing it to the libraries listed below

• martingkelly / pyecm
  Pyecm factors large integers (up to 50 digits) using the Elliptic Curve Method (ECM), a fast factoring algorithm.
  ☆21Updated 3 years ago
• PrimeCounting / PrimeCounting
  ☆12Updated 2 years ago
• sethtroisi / cado-nfs
  CADO-NFS is a complete implementation in C/C++ of the Number Field Sieve (NFS) algorithm for factoring integers. For official releases, p…
  ☆28Updated 5 years ago
• alpertron / calculators
  Source code of calculators hosted at https://www.alpertron.com.ar
  ☆247Updated last month
• Robert-Campbell-256 / Number-Theory-Python
  Python code to implement various number theory, elliptic curve and finite field computations.
  ☆101Updated 4 years ago
• skollmann / PyFactorise
  Python implementation of the Self Initialising Quadratic Sieve
  ☆25Updated 3 years ago
• toddwildey / shors-python
  Implementation of Shor's algorithm in Python 3.X using state vectors
  ☆72Updated 5 years ago
• pkruk / pylenstra
  Implementation of ECM (Lenstra elliptic curve factorization). Small part of my Master Thesis, which I would like to share.
  ☆12Updated 3 years ago
• radii / ggnfs
  GPL Number Field Sieve implementation
  ☆36Updated 14 years ago
• ekera / regevnum
  The Sage implementation of a simulator for Regev's factoring algorithm, and of Ekerå–Gärtner's extensions to discrete logarithm finding, …
  ☆18Updated last year
• lducas / SchnorrGate
  Testing Schnorr's factorization claim in Sage
  ☆305Updated 3 years ago
• fplll / fplll
  Lattice algorithms using floating-point arithmetic
  ☆373Updated this week
• radii / msieve
  msieve - Number Field Sieve implementation by Jason Papadopoulos
  ☆251Updated 2 years ago
• martani / Quadratic-Sieve
  A simple implementation of the Quadratic Sieve for integer factoring in C
  ☆13Updated 13 years ago
• sphincs / pyspx
  Python bindings for SPHINCS+
  ☆23Updated 3 years ago
• vscrypto / ringlwe
  A Practical Ring Learning With Errors (RingLWE) Implementation containing New Hope and Peikert reconciliation for Prime and Power-of-2 ca…
  ☆36Updated 7 years ago
• Deadlyelder / Tools-for-Cryptanalysis
  A repository that aims to provide tools for cryptography and cryptanalysis
  ☆215Updated 5 years ago
• JJChiDguez / sibc
  Supersingular Isogeny-Based Cryptography constructions (python-code library)
  ☆51Updated 3 years ago
• CameronLonsdale / lantern
  Cryptanalysis library for breaking classical ciphers
  ☆27Updated 6 years ago
• jkrauze / ntru
  Simple python implementation of NTRUEncrypt cryptosystem
  ☆57Updated 4 years ago
• dwave-examples / factoring
  Factor numbers using a quantum computer
  ☆35Updated last year
• kimwalisch / primecount
  🚀 Fast prime counting function library
  ☆339Updated 2 weeks ago
• microsoft / PQCrypto-SIKE
  This software is part of "Supersingular Isogeny Key Encapsulation", a submission to the NIST Post-Quantum Standardization project.
  ☆61Updated 2 years ago
• edgarcosta / endomorphisms
  Rigorous computation of the endomorphism ring of a Jacobian
  ☆11Updated 2 months ago
• ozaner / qRNG
  A quantum random number generator using IBM's QISKit.
  ☆74Updated 2 years ago
• kste / haraka
  Haraka is a secure and efficient short-input hash function.
  ☆57Updated 8 years ago
• geometry-labs / lattice-algebra
  ☆32Updated 3 years ago
• benschlueter / AKS_PrimeTest
  AKS Prime Test Python
  ☆16Updated 5 years ago
• mhostetter / galois
  A performant NumPy extension for Galois fields and their applications
  ☆431Updated 5 months ago
• bozhu / NSA-ciphers
  SIMON and SPECK, the two lightweight block ciphers designed by the researchers from NSA
  ☆24Updated 12 years ago