Poguntke D. Decomposition of tensor products of irreducible unitary representations. Proceedings of the American Mathematical Society. 1975;52(1):427-432
We consider the quantum double of a compact group G, following an earlier paper. We use the explicit...
A new definition of rank for a tensor allows new decompositions for tensor algebras and some propert...
A new definition of rank for a tensor allows new decompositions for tensor algebras and some propert...
"Submitted to Progress of Theoretical Physics for publication.""Contract Number AT(30-1)-875.""Janua...
When q is a root of unity, a triangular decomposition of U-q(s (l) over cap(2)) is given and irreduc...
Let H-v be the weighted Bergman space on a bounded symmetric domain D = G/K. It has analytic continu...
The direct sum decomposition of tensor products for SU(3) has many applications in physics, and the ...
The direct sum decomposition of tensor products for SU(3) has many applications in physics, and the ...
AbstractLet Hν be the weighted Bergman space on a bounded symmetric domain D=G/K. It has analytic co...
For each of the exceptional Lie groups, a complete determination is given of those pairs of finite-d...
We Show that a tensor product of irreducible, finite dimensional representation of a simple Lie alge...
When the tensor product of two irreducible representations contains multiple copies of some of its i...
Using the tensor product variety introduced in Malkin (Duke Math. J., to appear) and Nakajima (Inven...
The study of symmetries is an essential tool in modern physics. The analysis of symmetries is often ...
The study of symmetries is an essential tool in modern physics. The analysis of symmetries is often ...
We consider the quantum double of a compact group G, following an earlier paper. We use the explicit...
A new definition of rank for a tensor allows new decompositions for tensor algebras and some propert...
A new definition of rank for a tensor allows new decompositions for tensor algebras and some propert...
"Submitted to Progress of Theoretical Physics for publication.""Contract Number AT(30-1)-875.""Janua...
When q is a root of unity, a triangular decomposition of U-q(s (l) over cap(2)) is given and irreduc...
Let H-v be the weighted Bergman space on a bounded symmetric domain D = G/K. It has analytic continu...
The direct sum decomposition of tensor products for SU(3) has many applications in physics, and the ...
The direct sum decomposition of tensor products for SU(3) has many applications in physics, and the ...
AbstractLet Hν be the weighted Bergman space on a bounded symmetric domain D=G/K. It has analytic co...
For each of the exceptional Lie groups, a complete determination is given of those pairs of finite-d...
We Show that a tensor product of irreducible, finite dimensional representation of a simple Lie alge...
When the tensor product of two irreducible representations contains multiple copies of some of its i...
Using the tensor product variety introduced in Malkin (Duke Math. J., to appear) and Nakajima (Inven...
The study of symmetries is an essential tool in modern physics. The analysis of symmetries is often ...
The study of symmetries is an essential tool in modern physics. The analysis of symmetries is often ...
We consider the quantum double of a compact group G, following an earlier paper. We use the explicit...
A new definition of rank for a tensor allows new decompositions for tensor algebras and some propert...
A new definition of rank for a tensor allows new decompositions for tensor algebras and some propert...
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