DOIAbstract
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 give some necessary and equivalent conditions for xσ(1)∗⋯∗xσ(m)=yσ(1)∗⋯∗yσ(m) to hold, fo...
It is easily checkable if a given tensor is a B tensor, or a B0 tensor or not. In this paper, we sho...
We investigate symmetric regularity of sums of symmetric tensor products of Banach spaces and Arens ...
AbstractIn this note we prove some uniqueness theorems concerning irreducible sums of decomposable e...
We prove that the general tensor of size 2^n and rank k has a unique decomposition as the sum of dec...
AbstractWe derive consequences of a condition for the equality of two star products given by the sec...
AbstractLet x1,…,xm be linearly independent vectors. We give a necessary and sufficient condition fo...
AbstractWe state a necessary and sufficient condition for equality of nonzero decomposable symmetriz...
We study the uniqueness of the decomposition of an nth order tensor (also called n-way array) into a...
AbstractA theorem of J. Kruskal from 1977, motivated by a latent-class statistical model, establishe...
AbstractWe present new results concerning the uniqueness of symmetric structure of symmetric functio...
AbstractIn this article we generalize several results of Dias da Silva and Fonseca on indices and no...
We investigate the uniqueness of decomposition of general tensors T∈ℂn1+1⊗⋯⊗ℂnr+1 as a sum of tensor...
AbstractWe determine conditions for equality of decomposable symmetrized tensors in arbitrary symmet...
AbstractLet T = ∑σ∈G M(σ) ⊗ P(σ), where M is a unitary matrix representation of the group G as unita...
AbstractWe give some necessary and equivalent conditions for xσ(1)∗⋯∗xσ(m)=yσ(1)∗⋯∗yσ(m) to hold, fo...
It is easily checkable if a given tensor is a B tensor, or a B0 tensor or not. In this paper, we sho...
We investigate symmetric regularity of sums of symmetric tensor products of Banach spaces and Arens ...
AbstractIn this note we prove some uniqueness theorems concerning irreducible sums of decomposable e...
We prove that the general tensor of size 2^n and rank k has a unique decomposition as the sum of dec...
AbstractWe derive consequences of a condition for the equality of two star products given by the sec...
AbstractLet x1,…,xm be linearly independent vectors. We give a necessary and sufficient condition fo...
AbstractWe state a necessary and sufficient condition for equality of nonzero decomposable symmetriz...
We study the uniqueness of the decomposition of an nth order tensor (also called n-way array) into a...
AbstractA theorem of J. Kruskal from 1977, motivated by a latent-class statistical model, establishe...
AbstractWe present new results concerning the uniqueness of symmetric structure of symmetric functio...
AbstractIn this article we generalize several results of Dias da Silva and Fonseca on indices and no...
We investigate the uniqueness of decomposition of general tensors T∈ℂn1+1⊗⋯⊗ℂnr+1 as a sum of tensor...
AbstractWe determine conditions for equality of decomposable symmetrized tensors in arbitrary symmet...
AbstractLet T = ∑σ∈G M(σ) ⊗ P(σ), where M is a unitary matrix representation of the group G as unita...
AbstractWe give some necessary and equivalent conditions for xσ(1)∗⋯∗xσ(m)=yσ(1)∗⋯∗yσ(m) to hold, fo...
It is easily checkable if a given tensor is a B tensor, or a B0 tensor or not. In this paper, we sho...
We investigate symmetric regularity of sums of symmetric tensor products of Banach spaces and Arens ...
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