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Finite groups / Classification of finite simple groups / Fitting subgroup / Simple group / Signalizer functor / P-group / Strongly embedded subgroup / Feit–Thompson theorem / Unipotent / Abstract algebra / Algebra / Group theory


Document Date: 1999-03-17 09:50:16

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City

Amsterdam / Lyon / New York / Oxford / /

Company

D. Gorenstein / R. Lyons / Ly / Sporadic / Thompson / Cambridge University Press / Thin / Plenum Press / Norton / R. T. Curtis S. P. / References [A1] M. Aschbacher / Feit / Classifying / Co3 / B-Conjecture / Clarendon Press / M. Aschbacher / Suzuki / Goldfinite / Finite / H Lp / /

Country

Jordan / /

Currency

pence / /

/

Facility

University of Minnesota / The Ohio State University / /

IndustryTerm

cyclic / twisted / inductive algorithm / /

Organization

Cambridge University / International Congress / Geometry Center / The Ohio State University / Columbus / University of Minnesota / /

Person

Richard Lyons / Michael Aschbacher / Bill Kantor / Part / Patrick McBride / Danny Gorenstein / Helmut Bender / Richard Brauer / Richard Foote / George Glauberman / Silvio Levy / Jon Alperin / Radha Kessar / Ron Solomon / Geoff Mason / Steve Smith / /

Position

candidate for proof by modular methods / professor of mathematics / /

Product

Mathematica / Remington m24 / /

ProgrammingLanguage

A# / /

ProvinceOrState

Ohio / Minnesota / New York / /

Technology

inductive algorithm / /

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