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Field theory / Abelian group / Niels Henrik Abel / P-group / Finite field / Algebraic number field / Index of a subgroup / Solvable group / Finite groups / Abstract algebra / Algebra / Group theory


Periodica Mathematica Hungarica Vol[removed]–2), (2001), pp. 191–198 THE EXPECTED NUMBER OF RANDOM ELEMENTS TO GENERATE A FINITE ABELIAN GROUP Carl Pomerance (Murray Hill) Dedicated to Professor Andr´
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Document Date: 2005-03-02 15:21:08

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G. All / Sn / Math / Abstract Suppose G / Carl Pomerance Fundamental Mathematics Research Bell Labs / Geom / Lucent Technologies / /

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double product / direct product / finite simple / symmetric / finite abelian / zero-knowledge protocol / finite / finite classical / class groups / class / /

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David Benson / Alexander Lubotzky / Amin Shokrollahi / Eric Schmutz / H. W. Lenstra / Jr. / J. P. Buhler / Andr / Murray Hill / C. Pomerance / S. Konyagin / Paul Erd / Jacques Stern / Hendrik Lenstra / Peter Winkler / Robert Guralnick / John Dixon / Alan Weiss / A. K. Lenstra / Gang Yu / Igor Shparlinski / /

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New York / /

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