Branching laws for simple polar pairs of Lie algebras

HKUST Electronic Theses

Branching laws for simple polar pairs of Lie algebras

by David Taiwai Cheuk

THESIS 1996

M.Phil. Mathematics

x, 54 leaves ; 30 cm

Abstract
Let (g, g') be one of the non-symmetric simple polar pair of Lie algebras. Huang's classification [12] showed that there are only two such pairs of Lie algebras, namely (B₃, g₂) and (g₂, A₂). Branching laws for these Lie algebra pairs are derived, generalizing Wong's results in his thesis [30].

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Details

Collection HKUST Electronic Theses Degree M.Phil. Department Mathematics Authors Cheuk, David Taiwai Subjects Lie algebras Semisimple Lie groups Representations of algebras Language English Call number Thesis MATH 1996 Cheuk DOI 10.14711/thesis-b521181

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Branching laws for simple polar pairs of Lie algebras

by David Taiwai Cheuk

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