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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