AbstractThis note contains a dimension formula for an orbital subspace in a symmetry class of tensors corresponding to an irreducible character λ of a subgroup G of Sm. An algorithm for choosing a basis is also described
By Cayley’s theorem, any finite group G of order n can be regarded as a subgroup of the symmetric gr...
There is a classical connection between the representation theory of the symmetric group and the gen...
summary:Let $V$ be a unitary space. For an arbitrary subgroup $G$ of the full symmetric group $S_{m}...
AbstractThis note contains a dimension formula for an orbital subspace in a symmetry class of tensor...
AbstractLet V be an inner product vector space over C and (e1,…,en) an orthonormal basis of V. A com...
AbstractLet Vm⊗ denote the mth tensor power of the finite dimensional complex vector space V. Let Vχ...
AbstractWe obtain some results on Young diagrams. Based on these results, we construct bases for You...
AbstractLet V be an n-dimensional complex inner product space and let {e1,…,en} be an orthonormal ba...
AbstractLet G=(X,Y,E) be a bipartite multigraph. Let μ=(μ1,…,μs) be a partition of ∣E∣. A μ-coloring...
Dedicated to Professor Graciano de Oliveira on the occasion of his retirement. Let V be an n-dimensi...
AbstractThe representations of the group of unitary operators which are trace-class perturbations of...
AbstractWe exploit the structure of the critical orbital sets of symmetry classes of tensors associa...
AbstractLet V be an n-dimensional inner product space over C, and let H be a subgroup of the symmetr...
AbstractSuppose that {ek} is an orthonormal basis for a separable, infinite-dimensional Hilbert spac...
AbstractLet Vχ(G) denote the symmetry class of tensors over the vector space V associated with the p...
By Cayley’s theorem, any finite group G of order n can be regarded as a subgroup of the symmetric gr...
There is a classical connection between the representation theory of the symmetric group and the gen...
summary:Let $V$ be a unitary space. For an arbitrary subgroup $G$ of the full symmetric group $S_{m}...
AbstractThis note contains a dimension formula for an orbital subspace in a symmetry class of tensor...
AbstractLet V be an inner product vector space over C and (e1,…,en) an orthonormal basis of V. A com...
AbstractLet Vm⊗ denote the mth tensor power of the finite dimensional complex vector space V. Let Vχ...
AbstractWe obtain some results on Young diagrams. Based on these results, we construct bases for You...
AbstractLet V be an n-dimensional complex inner product space and let {e1,…,en} be an orthonormal ba...
AbstractLet G=(X,Y,E) be a bipartite multigraph. Let μ=(μ1,…,μs) be a partition of ∣E∣. A μ-coloring...
Dedicated to Professor Graciano de Oliveira on the occasion of his retirement. Let V be an n-dimensi...
AbstractThe representations of the group of unitary operators which are trace-class perturbations of...
AbstractWe exploit the structure of the critical orbital sets of symmetry classes of tensors associa...
AbstractLet V be an n-dimensional inner product space over C, and let H be a subgroup of the symmetr...
AbstractSuppose that {ek} is an orthonormal basis for a separable, infinite-dimensional Hilbert spac...
AbstractLet Vχ(G) denote the symmetry class of tensors over the vector space V associated with the p...
By Cayley’s theorem, any finite group G of order n can be regarded as a subgroup of the symmetric gr...
There is a classical connection between the representation theory of the symmetric group and the gen...
summary:Let $V$ be a unitary space. For an arbitrary subgroup $G$ of the full symmetric group $S_{m}...
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