Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- From: Le Chaud Lapin <jaibuduvin@xxxxxxxxx>
- Date: Wed, 28 May 2008 19:07:19 -0700 (PDT)
Hi All,
What are the prevaling recommendations for choosing p, q, such that
the product is indeed, say, 512 bits, for a 512-bit modulus.
There are things that can be done to the bit-pattern of p and q during
randomization phase obviously, and I recall a while back in Coutinho's
there was a recommendation, but I wanted to explore more.
TIA,
-Le Chaud Lapin-
.
- Follow-Ups:
- Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- From: Thomas Pornin
- Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- From: Unruh
- Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- From: Ertugrul Söylemez
- Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- From: David Eather
- Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- From: Christian Siebert
- Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- From: Joseph Ashwood
- Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- Prev by Date: Re: Relation between security notions in IBE
- Next by Date: Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- Previous by thread: Children's magazine and Science Comic Series
- Next by thread: Re: Algorithm For Ensuring p & q Sufficiently Large For n in RSA
- Index(es):