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Polynomials / Finite fields / Integer factorization algorithms / Lenstra elliptic curve factorization / Fast Fourier transform / Elliptic curve / Peter Montgomery / Prime number / Factorization / Abstract algebra / Mathematics / Algebra


UNIVERSITY OF CALIFORNIA Los Angeles An FFT Extension of the Elliptic Curve Method of Factorization A dissertation submitted in partial satisfaction of the
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Document Date: 2011-10-25 12:19:40

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San Francisco / Corvallis / Huntsville / Amsterdam / Santa Monica / London / /

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Alliant / System Development Corporation / Unisys / /

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Netherlands / /

Event

Name Change / /

Facility

Oregon State University / UNIVERSITY OF CALIFORNIA Los Angeles An FFT Extension / University of California / /

IndustryTerm

ve processors / /

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Joined Department of Mathematics / University of California / United States Army / Oregon State University / University of California / Berkeley / University of California / Los Angeles / Department of Mathematics / UNIVERSITY OF CALIFORNIA Los Angeles An FFT Extension of the Elliptic Curve Method / /

Person

Alfred W. Hales / Peter Lawrence Montgomery / Basil Gordon Murray / Murray M. Schacher David / Professors David Cantor / Ramsey Theorems / III / Bolyai / Brent / Samuel S. Wagsta / Jr. / Bryan C. Ellickson Milo / Ramsey Theorems / II / Robert D. Silverman / Ronald Evans / David G. Cantor / Basil Gordon / /

Position

Editor / Professor / Chair / Committee / Chair Committee / /

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Alabama / Oregon / California / /

PublishedMedium

Mathematics of Computation / Mathematics Magazine / American Mathematical Monthly / /

Technology

5.1 Algorithm / ve processors / 1 factoring algorithm / 8.2 Algorithm / 8.1 Algorithm / GCD algorithm / /

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