Publication date
December 1995
DOI Publisher
Published by Elsevier Inc. ISSN
0024-3795Abstract
AbstractIn this note we prove some uniqueness theorems concerning irreducible sums of decomposable elements in tensor and symmetric spaces
AbstractIn this note we prove some uniqueness theorems concerning irreducible sums of decomposable elements in tensor and symmetric spaces
AbstractWe present new results concerning the uniqueness of symmetric structure of symmetric functio...
International audienceA symmetric tensor is a higher order generalization of a symmetric matrix. In ...
We prove that the general symmetric tensor of rank r is identifiable, provided that r is smaller tha...
AbstractIn this note we prove some uniqueness theorems concerning irreducible sums of decomposable e...
AbstractWe derive consequences of a condition for the equality of two star products given by the sec...
AbstractWe state a necessary and sufficient condition for equality of nonzero decomposable symmetriz...
AbstractLet U be an n-dimensional vector space over a field of characteristic 0. For each positive i...
AbstractLet x1,…,xm be linearly independent vectors. We give a necessary and sufficient condition fo...
AbstractIn this article we generalize several results of Dias da Silva and Fonseca on indices and no...
AbstractWe state a necessary and sufficient condition for equality of two nonzero decomposable symme...
AbstractLet U be an n-dimensional vector space over an algebraically closed field of characteristic ...
We study the uniqueness of the decomposition of an nth order tensor (also called n-way array) into a...
AbstractLet x1ast;…∗xm be a decomposable symmetrized tensor corresponding to the symmetric group Sm ...
AbstractSuppose k1 ⩾ ⋯ ⩾ kt ⩾ 1, m 1 ⩾ ⋯⩾ mr ⩾ 1, k1+ ⋯ +kt = m1+ ⋯ +mr = m. Let λ=(k1,…,kt) be a ch...
AbstractLet T = ∑σ∈G M(σ) ⊗ P(σ), where M is a unitary matrix representation of the group G as unita...
AbstractWe present new results concerning the uniqueness of symmetric structure of symmetric functio...
International audienceA symmetric tensor is a higher order generalization of a symmetric matrix. In ...
We prove that the general symmetric tensor of rank r is identifiable, provided that r is smaller tha...
AbstractIn this note we prove some uniqueness theorems concerning irreducible sums of decomposable e...
AbstractWe derive consequences of a condition for the equality of two star products given by the sec...
AbstractWe state a necessary and sufficient condition for equality of nonzero decomposable symmetriz...
AbstractLet U be an n-dimensional vector space over a field of characteristic 0. For each positive i...
AbstractLet x1,…,xm be linearly independent vectors. We give a necessary and sufficient condition fo...
AbstractIn this article we generalize several results of Dias da Silva and Fonseca on indices and no...
AbstractWe state a necessary and sufficient condition for equality of two nonzero decomposable symme...
AbstractLet U be an n-dimensional vector space over an algebraically closed field of characteristic ...
We study the uniqueness of the decomposition of an nth order tensor (also called n-way array) into a...
AbstractLet x1ast;…∗xm be a decomposable symmetrized tensor corresponding to the symmetric group Sm ...
AbstractSuppose k1 ⩾ ⋯ ⩾ kt ⩾ 1, m 1 ⩾ ⋯⩾ mr ⩾ 1, k1+ ⋯ +kt = m1+ ⋯ +mr = m. Let λ=(k1,…,kt) be a ch...
AbstractLet T = ∑σ∈G M(σ) ⊗ P(σ), where M is a unitary matrix representation of the group G as unita...
AbstractWe present new results concerning the uniqueness of symmetric structure of symmetric functio...
International audienceA symmetric tensor is a higher order generalization of a symmetric matrix. In ...
We prove that the general symmetric tensor of rank r is identifiable, provided that r is smaller tha...
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