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Group theory / Ferdinand Georg Frobenius / Regular representation / Representation theory of finite groups / Character theory / Induced representation / Algebraic number field / Representation theory / Character table / Abstract algebra / Algebra / Mathematics


Document Date: 1999-03-08 15:16:26

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City

Dublin / Charlottenburg / Berlin / /

Company

Crelle Journal / S3 / /

Continent

Europe / /

Country

Germany / /

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Event

Labor Issues / /

Facility

University of Hong Kong / Royal Canal / Ohio State University / Berlin University / University of California / University of Berlin / Brougham Bridge / Hochgeehrter Herr College / Technical University of Braunschweig / /

IndustryTerm

machinery / tensor products / brilliant reciprocity law / finite groups / tensor product / quaternion / hypercomplex systems / abelian / oil / nonabelian / commutative hypercomplex systems / unstoppable energy / /

Organization

Eidgenössische Technische Hochschule / Institut Mittag-Leffler / University of Berlin / Berlin University / Ohio State University / Hochgeehrter Herr College / University of California / Berkeley / Technical University of Braunschweig / Prussian Academy of Sciences / University of Hong Kong / /

Person

Richard Dedekind / Karl Weierstrass / Camille Jordan / F. G. Frobenius / Keith Conrad / Alan Weinstein / Charles Curtis / E. Kummer / Otto Hölder / L. Kronecker / Leopold Kronecker / Monica Vazirani / K. Weierstrass / Emmy Noether / Heiko Harboth / William Burnside / Ludwig Sylow / Felix Klein / Georg Frobenius / Hendrik Lenstra / Arthur Cayley / Clark Kimberling / /

Position

historian / mathematician / colloquium speaker / Professor / professor of mathematics / high school teacher / colloquium chairman / dean / teacher / chair / /

ProvinceOrState

California / /

PublishedMedium

the Crelle Journal / the Hong Kong proceedings / the American Journal of Mathematics / the Mathematische Annalen / /

URL

http /

SocialTag