AbstractThe author introduces the notion of (k)-character and its application to symmetry classes of tensors. A necessary and sufficient condition for the symmetry class Vλ(G) to be trivial in the case degree of G ⩽ 2dim V has also been found
Dedicated to Professor Graciano de Oliveira on the occasion of his retirement. Let V be an n-dimensi...
AbstractLet V be an n-dimensional inner product space over C, and let H be a subgroup of the symmetr...
AbstractIt is shown that the full symmetry class of tensors associated with the irreducible characte...
Let G be a finite group and Ω a set of n elements. Assume that G acts faithfully on Ω and let V be a...
AbstractWe determine conditions for equality of decomposable symmetrized tensors in arbitrary symmet...
We introduce the notion of modular symmetry classes of tensors and give a necessary and sucient cond...
In the last two decades, the theory of symmetry class of tensors has been one of the attractive subj...
32 pagesIn this paper, the problem of the identification of the symmetry class of a given tensor is ...
By Cayley’s theorem, any finite group G of order n can be regarded as a subgroup of the symmetric gr...
summary:Let $V$ be a unitary space. For an arbitrary subgroup $G$ of the full symmetric group $S_{m}...
AbstractLet Vm⊗ denote the mth tensor power of the finite dimensional complex vector space V. Let Vχ...
It is shown that the full symmetry class of tensors associated with the irre-ducible character [2, 1...
AbstractIn this article we generalize several results of Dias da Silva and Fonseca on indices and no...
The theory of Schur or S-functions and its applications to the character theory of the classical Lie...
A class of natural linear characters for the centralizers of elements in the symmetric group is intr...
Dedicated to Professor Graciano de Oliveira on the occasion of his retirement. Let V be an n-dimensi...
AbstractLet V be an n-dimensional inner product space over C, and let H be a subgroup of the symmetr...
AbstractIt is shown that the full symmetry class of tensors associated with the irreducible characte...
Let G be a finite group and Ω a set of n elements. Assume that G acts faithfully on Ω and let V be a...
AbstractWe determine conditions for equality of decomposable symmetrized tensors in arbitrary symmet...
We introduce the notion of modular symmetry classes of tensors and give a necessary and sucient cond...
In the last two decades, the theory of symmetry class of tensors has been one of the attractive subj...
32 pagesIn this paper, the problem of the identification of the symmetry class of a given tensor is ...
By Cayley’s theorem, any finite group G of order n can be regarded as a subgroup of the symmetric gr...
summary:Let $V$ be a unitary space. For an arbitrary subgroup $G$ of the full symmetric group $S_{m}...
AbstractLet Vm⊗ denote the mth tensor power of the finite dimensional complex vector space V. Let Vχ...
It is shown that the full symmetry class of tensors associated with the irre-ducible character [2, 1...
AbstractIn this article we generalize several results of Dias da Silva and Fonseca on indices and no...
The theory of Schur or S-functions and its applications to the character theory of the classical Lie...
A class of natural linear characters for the centralizers of elements in the symmetric group is intr...
Dedicated to Professor Graciano de Oliveira on the occasion of his retirement. Let V be an n-dimensi...
AbstractLet V be an n-dimensional inner product space over C, and let H be a subgroup of the symmetr...
AbstractIt is shown that the full symmetry class of tensors associated with the irreducible characte...
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