Computational Number Theory Math

Algorithmic, or Computational, Number Theory studies algorithms for performing number theoretic calculations such as highest common factor, factorisation or testing for primality.

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• Algorithm Design Manual - Number Theoretic Algorithms - A chapter from "The Algorithm Design Manual" number theory by Steven S. Skiena.
• LLL Page - Maintained by Keith Matthews. Papers, examples, pseudocode.
• Future Directions in Algorithmic Number Theory - Some of the conjectures and open problems motivated computational by the "PRIMES is in P" papers, compiled computational at the AIM.
• The LLL Algorithm - Papers on the LLL algorithm and its applications collected by computational François Koeune.
• Visible Euclidean Algorithm - Enter two positive integers, and click the button to see math the operations of the Euclidean Algorithm.
• Implementations of Extended LLL - Links and notes by Wilberd van der Kallen.
• Some Number Records - Connected with divisibility and factoring.
• Computational Number Theory - Lecture notes by Robert Campbell, December 1997.
• Basics of Computational Number Theory - Notes and Javascript illustrations by Robert Campbell.
• Computational Projects in Number Theory - Interesting problems, usually requiring extensive verifications or enumerations, to occupy the idle CPU time of workstations and personal computers. Compiled by Tomás Oliveira e Silva.
• Suggested Readings in Algorithmic Number Theory - Provided by the organizers of the MSRI Fall number theory 2000 research program.

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