| Document Date: 2003-11-12 15:51:20 Open Document File Size: 199,95 KBShare Result on Facebook
City Las Vegas / Norman / / Company The MIT Press / Bernstein / ACM Press / Gn / / Country United States / / / Facility The University of Oklahoma / / IndustryTerm elliptic curve primality proving algorithm / random primality testing algorithms / verification algorithm / primality proving algorithms / primality proving algorithm / compositeness proving algorithms / inclusion-exclusion law / purpose prime proving algorithm / multiplication algorithm / polynomial time primality testing algorithm / primality testing algorithm / random primality proving algorithm / random compositeness proving algorithm / polynomial time algorithm / compositeness proving algorithm / deterministic algorithm / random algorithm / computing / mality proving algorithm / random compositeness proving algorithms / / Organization University of Oklahoma / National Science Foundation / MIT / School of Computer Science / / Person Eric Bach / Jeffrey Shallit / Valente / A. Lenstra / Carl Pomerance / Ai / Pedro Berrizbeitia / H. W. Lenstra Jr. / Yui / / / Position D. J. / straight forward / mP / Professor / / ProvinceOrState Oklahoma / Colorado / / PublishedMedium Mathematics of Computation / Annals of Mathematics / Theory of Computing / Lecture Notes in Computer Science / / Technology random primality proving algorithm / primality testing algorithm / random compositeness proving algorithms / polynomial time algorithm / random compositeness proving algorithm / Curve Primality Proving algorithm / random primality testing algorithms / random algorithm / ECPP algorithm / AKS algorithm / compositeness proving algorithm / compositeness proving algorithms / purpose prime proving algorithm / cryptography / AdlemanHuang algorithm / polynomial time primality testing algorithm / chapter Algorithms / multiplication algorithm / verification algorithm / primality proving algorithm / primality proving algorithms / Elliptic Curve Primality Proving algorithm / mality proving algorithm / / URL http /
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