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It is then possible to choose a set of positive roots of such that = 2:
DOI link for It is then possible to choose a set of positive roots of such that = 2:
It is then possible to choose a set of positive roots of such that = 2:
of the compact case, it follows that OU(C[t, r of the contravariant Hermitian form Moreover, < 0; one then usc the following Lemma 6 (Vergne, Rossi) In the case where the real rank is greater than number .\ ••• of of the m measure
Edition 1st Edition
First Published 1993
Imprint CRC Press
Pages 4
eBook ISBN 9780429181566
ABSTRACT