Add to ORKGThe total multiplicity in the decomposition into irreducibles of the tensor product λ ⊗ µ of two irreducible representations of a simple Lie algebra is invariant under conjugation of one of them ν
Let g be a complex semi-simple Lie algebra and g be a semisimple subalgebra of g. Consider the branc...
We Show that a tensor product of irreducible, finite dimensional representation of a simple Lie alge...
First, we develop a result using multilinear algebra to prove, in an elementary way, a useful identi...
It was recently proven that the total multiplicity in the decomposition into irreducibles of the ten...
29 pages, 23 figures. v2: Added references. Corrected typos. Some more explanations and comments hav...
29 pages, 23 figures. v2: Added references. Corrected typos. Some more explanations and comments hav...
26 pages, 1 figureInternational audienceThe total multiplicity in the decomposition into irreducible...
26 pages, 1 figureInternational audienceThe total multiplicity in the decomposition into irreducible...
26 pages, 1 figureInternational audienceThe total multiplicity in the decomposition into irreducible...
When the tensor product of two irreducible representations contains multiple copies of some of its i...
For each of the exceptional Lie groups, a complete determination is given of those pairs of finite-d...
Poguntke D. Decomposition of tensor products of irreducible unitary representations. Proceedings of ...
Abstract. Given two irreducible representations µ, ν of the symmetric group Sd, the Kronecker proble...
Let g be a complex semi-simple Lie algebra and g be a semisimple subalgebra of g. Consider the branc...
Let g be a complex semi-simple Lie algebra and g be a semisimple subalgebra of g. Consider the branc...
Let g be a complex semi-simple Lie algebra and g be a semisimple subalgebra of g. Consider the branc...
We Show that a tensor product of irreducible, finite dimensional representation of a simple Lie alge...
First, we develop a result using multilinear algebra to prove, in an elementary way, a useful identi...
It was recently proven that the total multiplicity in the decomposition into irreducibles of the ten...
29 pages, 23 figures. v2: Added references. Corrected typos. Some more explanations and comments hav...
29 pages, 23 figures. v2: Added references. Corrected typos. Some more explanations and comments hav...
26 pages, 1 figureInternational audienceThe total multiplicity in the decomposition into irreducible...
26 pages, 1 figureInternational audienceThe total multiplicity in the decomposition into irreducible...
26 pages, 1 figureInternational audienceThe total multiplicity in the decomposition into irreducible...
When the tensor product of two irreducible representations contains multiple copies of some of its i...
For each of the exceptional Lie groups, a complete determination is given of those pairs of finite-d...
Poguntke D. Decomposition of tensor products of irreducible unitary representations. Proceedings of ...
Abstract. Given two irreducible representations µ, ν of the symmetric group Sd, the Kronecker proble...
Let g be a complex semi-simple Lie algebra and g be a semisimple subalgebra of g. Consider the branc...
Let g be a complex semi-simple Lie algebra and g be a semisimple subalgebra of g. Consider the branc...
Let g be a complex semi-simple Lie algebra and g be a semisimple subalgebra of g. Consider the branc...
We Show that a tensor product of irreducible, finite dimensional representation of a simple Lie alge...
First, we develop a result using multilinear algebra to prove, in an elementary way, a useful identi...