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Lie groups / Algebraic groups / Lie algebras / Reductive group / Semisimple Lie algebra / Claude Chevalley / Lie–Kolchin theorem / Linear algebraic group / Representation theory / Abstract algebra / Algebra / Group theory


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Document Date: 2010-01-14 11:29:33


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City

Tokyo / Berlin / San Francisco / Benjamin / Springer-Verlag / Stuttgart / Amsterdam / London / Boston / Hamburg / New York / Wiley / Paris / /

Company

E. Kolchin / Simple / CFD / Linear / J. Humphreys / Algebraic / R. Carter / /

Currency

USD / /

Facility

University of Notre Dame / /

IndustryTerm

fundamental tools / mathematical tools / energy producing devices / isomorphic root systems / finite groups / innumerable applications / /

Organization

American Mathematical Society / University of Notre Dame / ÇtiinJ Univ. / /

Person

Gerhard P. Hochschild / Tome II / Roger Peyret / E. Blair / Tome III / Thomas D. Taylor / /

Position

author / conductor / Representative / mathematician / G. P. / /

ProvinceOrState

Nova Scotia / New York / /

Technology

geophysics / fluid dynamics / /

SocialTag