MATH 925 - Group Representations and Character Theory I

Credits: 3

The basic topics in representation theory are covered: Schur’s Lemma, irreducibility, class functions, characters, orthogonality relations, Frobenius-Schur theorem, induced characters and Frobenius reciprocity, Mackey’s theorem, Clifford’s theorem, exceptional characters and applications to group orders, generalized characters and Brauer’s characterizations of characters.

Repeat for Credit
Y

Requisites:
Prerequisite: MATH 811.

Typically Offered
Fall

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Kansas State University

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MATH 925 - Group Representations and Character Theory I