Results 31 to 40 of about 657 (160)
Hilbert Functions and Level Algebras
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Cho, Young Hyun, Iarrobino, Anthony
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A noncommutative convexity in C*-bimodules [PDF]
Let A and B be C*-algebras. We consider a noncommutative convexity in Hilbert A-B-bimodules, called A-B-convexity, as a generalization of C*-convexity in C*-algebras.
Mohsen Kian, Mahdi Dehghani
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In this work there were formulated 18 problems from the theory of invariant processes, Lie algebras, commutative graded algebras, generating functions and Hilbert series, orbit theory and Lyapunov stability theory that are important to be solved.
Mihail Popa
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Sheffer Stroke Hilbert Algebras Stabilizing by Ideals
This manuscript aims to provide a new characterization of Sheffer stroke Hilbert algebras due to their ideals and proposes stabilizers. In the setup of the main results, we construct particular subsets of Sheffer stroke Hilbert algebras and we propose ...
Tugce Katican, Hashem Bordbar
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Dualities for Bounded Prelinear Hilbert Algebras
Abstract This paper deals about dualities for bounded prelinear Hilbert algebras. In particular, we give an Esakia-style duality between the algebraic category of bounded prelinear Hilbert algebras and a category of H-spaces whose morphisms are certain continuous p-morphisms.
Hernán Javier San Martín +1 more
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ALGEBRA OF QUOTIENTS WITH BOUNDED EVALUATION FOR SOME OPERATOR ALGEBRAS [PDF]
In this paper, we find the algebra of quotients with bounded evaluation for operator algebras on a complex Hilbert space, namely: Hilbert - Schmidt and trace -class operators. Also, we study the behavior in computing the algebra of quotients with bounded
Amir A.Mohammad
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PSEUDO ALGEBRAS BOOL APPLIED BL-ALGEBRAS [PDF]
In this article we study Boolean algebras in terms of Hilbert algebras and deductive ...
Olimpia-Mioara PECINGINA +1 more
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On frontal operators in Hilbert algebras
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José L. Castiglioni +1 more
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Infinite-dimensional Categorical Quantum Mechanics [PDF]
We use non-standard analysis to define a category *Hilb suitable for categorical quantum mechanics in arbitrary separable Hilbert spaces, and we show that standard bounded operators can be suitably embedded in it.
Stefano Gogioso, Fabrizio Genovese
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Study of Hilbert algebras in point of filters
The aim of this work is to introduce some types of filters in Hilbert algebras. Some theorems are stated and proved which determine the relationship between these notions and other filters of Hilbert algebra and by some examples we show that these ...
Nasab Ali Soleimani +1 more
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