Full Disclosure mailing list archives
Re: Rapid integer factorization = end of RSA?
From: "Brendan Dolan-Gavitt" <mooyix () gmail com>
Date: Thu, 26 Apr 2007 11:26:36 -0400
If you have, in fact, come up with a fast method of integer factorization, the currently unfactored challenges (RSA-704 and above) would be better proof, no? Are you by any chance related to James Harris? http://www.crank.net/harris.html -Brendan On 4/26/07, virus () nolog org <virus () nolog org> wrote:
Hello, Eugene Chukhlomin wrote:Well, let's proof: some days ago RSA-640 was factored, therefore I'll use this number for proofing. N = p*q = 3107418240490043721... [...] Q.E.Dthat's an example. Not a *proof*. GTi _______________________________________________ Full-Disclosure - We believe in it. Charter: http://lists.grok.org.uk/full-disclosure-charter.html Hosted and sponsored by Secunia - http://secunia.com/
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Current thread:
- Rapid integer factorization = end of RSA? Eugene Chukhlomin (Apr 26)
- Re: Rapid integer factorization = end of RSA? Stanislaw Klekot (Apr 26)
- Re: Rapid integer factorization = end of RSA? Kurt Buff (Apr 26)
- Message not available
- Re: Rapid integer factorization = end of RSA? e.chukhlomin (Apr 26)
- Re: Rapid integer factorization = end of RSA? Valdis . Kletnieks (Apr 26)
- Re: Rapid integer factorization = end of RSA? Pavel Kankovsky (Apr 27)
- Re: Rapid integer factorization = end of RSA? e.chukhlomin (Apr 26)
- <Possible follow-ups>
- Re: Rapid integer factorization = end of RSA? Eugene Chukhlomin (Apr 26)
- Re: Rapid integer factorization = end of RSA? Stanislaw Klekot (Apr 26)
- Re: Rapid integer factorization = end of RSA? virus (Apr 26)
- Re: Rapid integer factorization = end of RSA? Brendan Dolan-Gavitt (Apr 26)
- Re: Rapid integer factorization = end of RSA? virus (Apr 26)
- Re: Rapid integer factorization = end of RSA? Stephan Gammeter (Apr 26)
- Re: Rapid integer factorization = end of RSA? ShadowGamers (Apr 26)
- Re: Rapid integer factorization = end of RSA? Peter Kosinar (Apr 26)
- Re: Rapid integer factorization = end of RSA? Stanislaw Klekot (Apr 26)