1990Mathematical Proceedings of the Cambridge Philosophical SocietyRequires access

Real projective representations of finite groups

Phil Hoffmann, J. F. Humphreys

Open publisher page 4 citations

Abstract

The projective representations of a finite groupGover a fieldKare divided into sets, each parametrized by an element of the groupH2(G, Kx). The latter is the Schur multiplierM(G)whenK= ℂ.

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What this paper is about

The projective representations of a finite groupGover a fieldKare divided into sets, each parametrized by an element of the groupH2(G, Kx). The latter is the Schur multiplierM(G)whenK= ℂ.

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Available abstract

The projective representations of a finite groupGover a fieldKare divided into sets, each parametrized by an element of the groupH2(G, Kx). The latter is the Schur multiplierM(G)whenK= ℂ.

Key concepts: Schur multiplier, Projective test, Projective representation, Mathematics, Projective linear group, Pure mathematics, Group (periodic table), Finite group

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