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Vector coherent states of non-compact orthosymplectic Lie supergroups

par Quesne, Christiane
Référence Journal of Physics A: General Physics, 23, 2, page (L43-L48), 001
Publication Publié, 1990

Article révisé par les pairs

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Résumé :

Vector coherent states are defined for the generic lowest-weight ladder irreducible representations of the non-compact orthosymplectic Lie supergroups OSp(2M/2N, R) and OSp(2M+ 1/2N, R). Their simultaneous use with K-matrix theory is shown to provide a powerful tool for the study of such representations. This is illustrated with the detailed example of OSp(1/2N, 88). © 1990 IOP Publishing Ltd.