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Representation Theory in Arbitrary Characteristic by R. Gow, B. Huppert, R. Knörr, O. Manz, W. Willems is a nonfiction available to read on EtoBox.

What is Representation Theory in Arbitrary Characteristic about?

Title Contents Foreword Introduction §1. Semisimple modules and algebras §2. Decompositions of Algebras §3. Group-algebras §4. Projective KG-modules §5. The number of simple and indecomposable KG modules §6. Clifford Theory §7. Brauer's permutation lemma §8. Symmetric Algebras §9. Modules of solvable, p-solvable and p-constrained groups §10. p-adic Numbers §11. Reduction mod p and decomposition numbers §12. Blocks of defect zero §13. Examples §14. The Theorem of Fong and Swan §15. More on Brauer-Characters and the Cartan-Matrix

Who reads Representation Theory in Arbitrary Characteristic?

Author

R. Gow, B. Huppert, R. Knörr, O. Manz, W. Willems

Publisher

CEDAM (Casa Editrice Dott. Antonio Milani)

Published

1993

Language

EN

Category

nonfiction

Subjects

Mathematics, Algebra, Stem