June 2002 - cypherpunks-legacy

Increase your penis size 25% in 2 weeks.
by ecm＠coqui.net 11 Jun '02

11 Jun '02

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by �ַ�ī�� 11 Jun '02

11 Jun '02

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by bekir＠acmemail.net 11 Jun '02

11 Jun '02

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Norwegian history database password lost and retrieved
by Lillie Coney 11 Jun '02

11 Jun '02

After the password for accessing a Norwegian history museum's database catalog for 11,000 books and manuscripts had been lost when the database's steward died, the museum established a competition to recover it. Joachim Eriksson, a Swedish game company programmer, won the race to discover the password (ladepujd, the reverse of the name of the researcher who had created the database). How he arrived at it was not disclosed. [Source: Long-lost password discovered: Norwegian history database cracked with help from the Web, By Robert Lemos, MSNBC, 11 Jun 2002; PGN-ed] Lillie Coney, Public Policy Coordinator, U.S. Association for Computing Machinery Suite 510 2120 L Street, NW Washington, D.C. 20037 1-202-478-6124

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Norwegian history database password lost and retrieved
by Lillie Coney 11 Jun '02

11 Jun '02

After the password for accessing a Norwegian history museum's database catalog for 11,000 books and manuscripts had been lost when the database's steward died, the museum established a competition to recover it. Joachim Eriksson, a Swedish game company programmer, won the race to discover the password (ladepujd, the reverse of the name of the researcher who had created the database). How he arrived at it was not disclosed. [Source: Long-lost password discovered: Norwegian history database cracked with help from the Web, By Robert Lemos, MSNBC, 11 Jun 2002; PGN-ed] Lillie Coney, Public Policy Coordinator, U.S. Association for Computing Machinery Suite 510 2120 L Street, NW Washington, D.C. 20037 1-202-478-6124

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by diana_1959＠hotmail.com 11 Jun '02

11 Jun '02

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by Bravenet News 11 Jun '02

11 Jun '02

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lsfr with odd charecteristics
by gfgs pedo 11 Jun '02

11 Jun '02

hi, Book says, a construction that involved computing LSFR's over a field of 'odd charecteristics' is insecure. Does that mean a register with odd number of bits is insecure which would mean a tap sequence which uses an odd degree polynomial is insecure? Regards Data. __________________________________________________ Do You Yahoo!? Yahoo! - Official partner of 2002 FIFA World Cup http://fifaworldcup.yahoo.com

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More of Ben's blinding
by Jason Holt 11 Jun '02

11 Jun '02

> But actually another solution is much simpler, which is to do blinding > as just h * g^b, without a y factor. That works fine as long as the > bank is known not to be misbehaving. Ben's paper shows how the bank > can use a ZK proof to show that it is raising to the same power k every > time, basically again that same ZK proof regarding discrete logarithms. > If the bank uses such a proof then you can use simpler blinding without > a y factor, and you can recover the signature on the product of your h > values by dividing by g^k^(sum of b's). Somewhere I got the idea that that was patented, but looking at undeniable signatures, they're actually much closer to (h^y)(g^b), so your suggestion should work great. Thanks! Anybody know of other patents which might get in the way? I'm worried about Chaum's blind signature and undeniable signature patents, and want to present as patent-free a system as possible. One more thing. If the issuer returns the signature: (h1*g^b1 *h2*g^b2 *h3*g^b3...)^k Can I separate out any of the h^k values? My system relies on that being hard. If I replace h1 with (g^b0) and get the issuer to sign: ((g^b0)*g^b1 *h2*g^b2 *h3*g^b3...)^k I should be able to divide the two results and get h1^k. But part of the cut-and-choose protocol will be to require that the n/2 checked documents are all valid and different from any previous instances of the protocol. So it should be extremely hard for the user to sneak lots of previously used values and fake h's (which are really blinding factors) into the unrevealed documents. But are there other ways to separate out signatures on individual h's? -J

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by megper＠mail.ru 11 Jun '02

11 Jun '02

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