| Document Date: 2010-12-15 03:49:23
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City Dallas / New York / Las Vegas / Philadelphia / Berlin / Portland / Beach / / Company Cambridge University Press / ABC / / Country Sudan / United States / United Kingdom / Greece / / / Facility Princeton University / / Holiday Double-Seven Day / / IndustryTerm d2 solutions / low-degree solutions / smooth integer solutions / sieve algorithm / lattice basis reduction algorithms / sieve algorithms / number field sieve factoring algorithm / row reduction algorithm / polynomial-time algorithm / actual solutions / possible solutions / correct solution / above algorithms / reduction algorithms / important applications / lattice basis reduction algorithm / list decoding algorithm / linear systems / cryptanalytic applications / involve finding low-degree solutions / / Organization Cambridge University / National Science Foundation / Princeton University / Department of Computer Science / Los Alamitos / IEEE Computer Society / / Person Victor Miller / Chris Peikert / Nigel Smart / Keith Conrad / Henry Cohn∗ Nadia Heninger / Amanda Beeson / Bjorn Poonen / Bernstein / / / Position D. J. / / ProvinceOrState Texas / New Jersey / Oregon / New York / Pennsylvania / California / Massachusetts / New Hampshire / / PublishedMedium Theory of Computing / Lecture Notes in Computer Science / / Region New England / / Technology sieve algorithms / reduction algorithms / above algorithms / list decoding algorithm / known algorithms / 4.1 The Guruswami-Sudan algorithm / known list decoding algorithm / private key / lattice basis reduction algorithms / LLL lattice basis reduction algorithm / pdf / cryptography / number field sieve factoring algorithm / Guruswami-Sudan algorithm / sieve algorithm / LLL algorithm / polynomial-time algorithm / http / row reduction algorithm / / URL http /
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Innovations in Computer ScienceIdeal Forms of Coppersmith’s Theorem and Guruswami-Sudan List Decoding Henry Cohn∗ Nadia Heninger? Microsoft Research New England, One Memorial Drive, Cambridge, MA 02142