In this paper we prove that the Fremlin tensor product of two ƒ-algebras can be endowed with an ƒ-algebra structure and satises an appropriate universal property. In particular, the Riesz tensor product C(X)⊗̄C(Y ) of C(X) and C(Y ), where X and Y are topological spaces, is an ƒ-subalgebra of C(X x Y ).Mathematics Subject Classication (2010): 46A40, 46H05, 06F25.Key words: Tensor product, ƒ-algebras, Riesz subspace
We review and study the Künneth theorem for tensor products of C^*-algebras，which is obtained by Cla...
In this thesis a general method is developed to provide the algebraic, discrete, tensor product of t...
The concept of a free group is discussed first in Chapter 1 and in Chapter 2 the tensor product of t...
We characterize when, for any infinite cardinal α, Fremlin’s Archimedean Riesz space tensor product ...
Let U, V be two vector spaces of dimensions n and m, respectively, over an algebraically closed fiel...
AbstractWe define a collection of tensor product norms for C∗-algebras and show that a symmetric ten...
In this paper, we develop a framework for tensor product with imprecise and indeterminate bounds as ...
AbstractIf A and B are C∗-algebras there is, in general, a multiplicity of C∗-norms on their algebra...
Joint work with S. Lapenta. Since the real interval [0, 1] is closed to the product operation, a nat...
AbstractIn this paper we lay the foundations for a systematic study of tensor products of subspaces ...
In this paper we study similarities between the spectra of a ¯nite tensor product of topological alg...
Naloga se ukvarja s tenzorskimi produkti in njihovo uporabo pri študiju algeber. Predvsem se osredot...
39 pagesInternational audienceAn infinite dimensional algebra denoted $\bar{\cal A}_q$ that is isomo...
Using the tensor product variety introduced in Malkin (Duke Math. J., to appear) and Nakajima (Inven...
Many of the algebraic constructions we shall carry out rely on fairly elementary multilinear algebra...
We review and study the Künneth theorem for tensor products of C^*-algebras，which is obtained by Cla...
In this thesis a general method is developed to provide the algebraic, discrete, tensor product of t...
The concept of a free group is discussed first in Chapter 1 and in Chapter 2 the tensor product of t...
We characterize when, for any infinite cardinal α, Fremlin’s Archimedean Riesz space tensor product ...
Let U, V be two vector spaces of dimensions n and m, respectively, over an algebraically closed fiel...
AbstractWe define a collection of tensor product norms for C∗-algebras and show that a symmetric ten...
In this paper, we develop a framework for tensor product with imprecise and indeterminate bounds as ...
AbstractIf A and B are C∗-algebras there is, in general, a multiplicity of C∗-norms on their algebra...
Joint work with S. Lapenta. Since the real interval [0, 1] is closed to the product operation, a nat...
AbstractIn this paper we lay the foundations for a systematic study of tensor products of subspaces ...
In this paper we study similarities between the spectra of a ¯nite tensor product of topological alg...
Naloga se ukvarja s tenzorskimi produkti in njihovo uporabo pri študiju algeber. Predvsem se osredot...
39 pagesInternational audienceAn infinite dimensional algebra denoted $\bar{\cal A}_q$ that is isomo...
Using the tensor product variety introduced in Malkin (Duke Math. J., to appear) and Nakajima (Inven...
Many of the algebraic constructions we shall carry out rely on fairly elementary multilinear algebra...
We review and study the Künneth theorem for tensor products of C^*-algebras，which is obtained by Cla...
In this thesis a general method is developed to provide the algebraic, discrete, tensor product of t...
The concept of a free group is discussed first in Chapter 1 and in Chapter 2 the tensor product of t...
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