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Newsgroups: comp.os.linux.misc,comp.os.linux.development.system,comp.os.linux.networking,comp.unix.bsd.bsdi.misc,comp.unix.bsd.netbsd.misc,comp.unix.bsd.freebsd.misc Path: euryale.cc.adfa.oz.au!newshost.anu.edu.au!newshost.telstra.net!act.news.telstra.net!psgrain!newsfeed.internetmci.com!uwm.edu!newsspool.doit.wisc.edu!night.primate.wisc.edu!relay!relay2!relay-wo!relay-wo!ghsu From: ghsu@unstable.nswc.navy.mil (Guan-Hsong Hsu) Subject: Re: need secure OS to entrust millions to In-Reply-To: gutschk@uni-muenster.de's message of 03 Mar 1996 10:26:17 GMT To: gutschk@uni-muenster.de (Markus Gutschke) Message-ID: <GHSU.96Mar7051927@unstable.nswc.navy.mil> Sender: news@relay.nswc.navy.mil Reply-To: ghsu@relay.nswc.navy.mil Organization: Naval Surface Warfare Center References: <4gi6t6$3h9@lace.colorado.edu> <nc0453Dn96w6.93F@netcom.com> <y5ad974s4v4.fsf@graphics.cs.nyu.edu> <4gqf17$1lr@cynic.portal.ca> <1996Feb25.152559.8977@jarvis.cs.toronto.edu> <4gvchb$ln5@senator-bedfellow.MIT.EDU> <4h7rdd$qeu@park.uvsc.edu> <GUTSCHK.96Mar3112617corpus@uni-muenster.de> Date: Thu, 7 Mar 1996 10:19:27 GMT Lines: 41 Xref: euryale.cc.adfa.oz.au comp.os.linux.misc:90380 comp.os.linux.development.system:18821 comp.os.linux.networking:30897 comp.unix.bsd.bsdi.misc:2569 comp.unix.bsd.netbsd.misc:2403 comp.unix.bsd.freebsd.misc:15011 All these discussion of security is very interesting. I am not familiar with either security or encryptions so it is very interesting to follow all these. There is, hoever, an error that need to be corrected at least to clarify it for myself : In article <GUTSCHK.96Mar3112617corpus@uni-muenster.de> gutschk@uni-muenster.de (Markus Gutschke) writes: > ................................................... header deleted > > The questions whether public key encryption is secure, is not related > to it being public. The security of RSA is based on the assumption > that there is no good algorithm for factorizing large prime ^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^ > numbers. ......... ^^^^^^^^^ Markus, there must be a mistake here. By definition, prime numbers are numbers that can only be devided by itself. So there is no algorithm to factorize prime numbers, period. I might not know anything about encryption, but I definitely got my math right. Perhaps you meant "no good algorithm to determine if a large number is prime" or "no good algorithm to factorize an arbitrary large number by primes"? In either case, there are some standard algorithms that seems to work fine. So perhaps you meant something else, didn't you? Could someone suggest a good source where I might start reading about the theory or the algorithm for RSA and/or encrytion in general. OK, if I ask people to suggest references, I should tell people what kind of background I have. I have a PhD in mathematics and I am a researcher for US Navy on subjects unrelated to security issues. I know UNIX and TCP/IP network security issues pretty well (at least for those affects my HP cluster) but know practically nothing about encryption. But I can be taught! -- Guan-Hsong Hsu email: ghsu@relay.nswc.navy.mil, ghsu@capaccess.org ------------------------------------------------------------------------------- Intuition (n): an uncanny sixth sense which tells people that they are right, whether they are or not. -------------------------------------------------------------------------------