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Inductive Sequences of Toeplitz Algebras and Limit Automorphisms of Toeplitz algebras. The Toeplitz algebra is the C*-subalgebra in the algebra of all bounded linear operators
On a class of C-algebras generated by a countable family of partial isometriesThe paper investigates the properties of an operator T φ on the Hilbert space l 2(ℤ), which
C*-Algebras Generated by Mappings. Criterion of Irreducibility© 2018, Allerton Press, Inc. We study the operator algebra associated with a self-mapping ϕ on a
On Hilbert transform in context of locally compact abelian groups to generalized
Toeplitz operators is given.
On a class of C-algebras generated by a countable family of partial isometriesThe paper investigates the properties of an operator T φ on the Hilbert space l 2(ℤ), which
On C *-Algebras Generated by the Set of Probability DistributionsIn this paper, we consider $C^*$-algebrasgenerated by Markov operators induced by aprobabilistic
C*-Algebras generated by mappings operators B(l2(X)) on the Hilbert space l2(X) with the generator Tφ induced by a mapping φ of an infinite
A Class of Toeplitz Operators in Several Complex VariablesIn order to study the Toeplitz algebras related to a Dirac operators in a neighborhood of a closed
C*-Algebras generated by mappings operators B(l2(X)) on the Hilbert space l2(X) with the generator Tφ induced by a mapping φ of an infinite
Retrial tandem queue with BMAP-input and semi-Markovian service process is exponentially distributed. We derive the condition for the stable operation of the system and determine
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