Results 81 to 90 of about 2,980,896 (204)

Tensor products in the category of topological vector spaces are not associative [PDF]

, 2004
summary:We show by example that the associative law does not hold for tensor products in the category of general (not necessarily locally convex) topological vector spaces.
Glöckner, Helge
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On the joint numerical status and tensor products

International Journal of Mathematics and Mathematical Sciences, 1990
We prove a result on the joint numerical status of the bounded Hilbert space operators on the tensor products. The result seems to have nice applications in the multiparameter spectral theory.
Ram Verma, Lokenath Debnath
doaj   +1 more source

The Tensor Algebra Compiler [PDF]

, 2017
Tensor and linear algebra is pervasive in data analytics and the physical sciences. Often the tensors, matrices or even vectors are sparse. Computing expressions involving a mix of sparse and dense tensors, matrices and vectors requires writing kernels ...
Kjolstad, Fredrik, Saman Amarasinghe, Amarasinghe, Saman, Kamil, Shoaib, Chou, Stephen, Shoaib Kamil, Fredrik Kjolstad, David Lugato, Stephen Chou, Lugato, David   +9 more
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On the Tensor Products of Maximal Abelian JW-Algebras

International Journal of Mathematics and Mathematical Sciences, 2009
It is well known in the work of Kadison and Ringrose (1983)that if 𝐴 and 𝐵 are maximal abelian von Neumann subalgebras of von Neumann algebras 𝑀 and 𝑁, respectively, then 𝐴⊗𝐵 is a maximal abelian von Neumann subalgebra of 𝑀⊗𝑁.
F. B. H. Jamjoom
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Tensor products of vector spaces [PDF]

, 2014
TENSOR PRODUCTS OF VECTOR SPACES Bachelor thesis Author: Michal Řepík Department: Department of Mathematics and Mathematical Edu- cation, Faculty of Education, Charles University in Pra- gue Supervisor: RNDr. Antonín Jančařík, Ph.D.
Řepík, Michal
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The tensor product of m-partition algebras as a centralizer algebra of

Mathematics Open
In this paper, we concentrate on the generalized Jones result in Kennedy and Jaish (2021) which says that [Formula: see text], the tensor product of m-partition algebras is a centralizer algebra of the action of the direct product of symmetric groups ...
Amani M. Alfadhli
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Tensor product of A∞-categories

Journal of Pure and Applied Algebra
In this paper we define the tensor product of two A∞-categories and two A∞- functors. This tensor product makes the category of A∞-categories symmetric monoidal (up to homotopy), and the category A∞Catu/≈ a closed symmetric monoidal category. Moreover, we define the derived tensor product making Ho(A∞Cat), the homotopy category of the A∞-categories, a ...
openaire   +1 more source

Tensor products of modal logics

We consider shifted products of modal algebras and logics first introduced by Y. Hasimoto in 2000. For logics this operation is similar to the well-known usual product but it is logically invariant. We prove the conjecture of D.
Valentin Shehtman, Ilya Shapirovskiy
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Polynomial identities for graded tensor products of algebras [PDF]

, 2009
Let K be a field, charK=0. We study the polynomial identities satisfied by Z2-graded tensor products of T-prime algebras. Regev and Seeman proved that in a series of cases such tensor products are PI equivalent to T-prime algebras; they conjectured that ...
Freitas, José A., Koshlukov, Plamen
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Robustness of Tensor Product

, 2007
This paper describes experiments on on the robustness of tensor product networks using distributed representations, for recall tasks. The results of the experiments indicate, among other things, that the degree of robustness increases with the number of ...
Rank Tensor, Graeme S. Halford
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