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Applied mathematics / AKS primality test / Miller–Rabin primality test / Lucas–Lehmer primality test / Randomized algorithm / Time complexity / Prime number / RSA / Algorithm / Primality tests / Theoretical computer science / Mathematics


Document Date: 2006-09-02 23:46:35

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Kanpur / Fairfax / Pittsburgh / /

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CRC Press LLC / Bernstein / LiDIA Group / Apple Computer / NTL / Intel / performed using the LiDIA / /

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United States / /

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Reorganization / /

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George Mason University / Carnegie Mellon University / LiDIA library / College Park / University of Illinois / University of Chicago / Indian Institute of Technology Kanpur / NTL library / University of Maryland / /

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prominent public key algorithms / primality testing algorithm / cryptographic applications / probabilistic algorithms / faster hardware / /

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Mac OS / Macintosh / GNU / /

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National Organization for Research / University of Maryland / Indian Institute of Technology Kanpur / University of Illinois / The University of Chicago / George Mason University / Department of Mathematics / Statistics / and Computer Science / Department of Computer Science & Engineering / Carnegie Mellon University / /

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Manindra Agrawal / Patrick Baier / Miller Rabin / Paul Southerington / Neeraj Kayal / Nitin Saxena / /

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Apple/UMD Implementations RP-3 7 / /

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C++ / /

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Virginia / Maryland / Illinois / Pennsylvania / /

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Agrawal-Kayal-Saxena primality testing algorithm / Linux / private key / AKS algorithm / RSA algorithm / AKS ALGORITHM The AKS algorithm / CONCLUSION The AKS algorithm / pdf / cryptography / resulting algorithm / Java / prominent public key algorithms / 3 2 AKS Algorithm / squaring algorithm / 4-M processor / /

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