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Solinas primes of small weight for fixed sizes
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Abstract: | We give a list of the Solinas prime numbers of the form $f(2^k)=2^m - 2^n \pm 1$, $m \leq 2000$, with small modular reduction weight $wt < 15$, and $k=8,16,32,64$, i.e., $k$ is a multiple of the computer integer arithmetic word size. These can be useful in the construction of cryptographic protocols. |
BibTeX
@misc{eprint-2010-22959, title={Solinas primes of small weight for fixed sizes}, booktitle={IACR Eprint archive}, keywords={public-key cryptography / prime numbers, Solinas primes, NIST primes}, url={http://eprint.iacr.org/2010/058}, note={ jjangel@computacion.cs.cinvestav.mx 14643 received 2 Feb 2010}, author={Jos\'e de Jes\'us Angel Angel and Guillermo Morales-Luna}, year=2010 }