Casimir operators of complementary unitary groups
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AIP Publishing
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Review
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Acesso restrito
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Abstract
A relationship between all the generalized Casimir operators of complementary unitary groups is derived, both in the fermion and boson realizations of the corresponding Lie algebras. It is shown that the number of independent Casimir operators of unitary groups reduces essentially to half the number for self-conjugate irreducible representations. Copyright © 1975 American Institute of Physics.
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English
Citation
Journal of Mathematical Physics, v. 16, n. 1, p. 72-74, 1974.
