1972Journal of Mathematical PhysicsRequires access

On the Decomposition of Direct Products of Irreducible Representations

Д. Б. Литвин

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Abstract

A lemma concerning irreducible representations contained in the decomposition of a direct product of irreducible representations of simply reducible groups is generalized to arbitrary decomposable unitary and nonunitary groups.

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A lemma concerning irreducible representations contained in the decomposition of a direct product of irreducible representations of simply reducible groups is generalized to arbitrary decomposable unitary and nonunitary groups.

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Available abstract

A lemma concerning irreducible representations contained in the decomposition of a direct product of irreducible representations of simply reducible groups is generalized to arbitrary decomposable unitary and nonunitary groups.

Key concepts: Irreducible representation, Mathematics, Irreducible element, Unitary state, Representation theory of SU, Direct product, Lemma (botany), Decomposition

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