AbstractWe show that the reflexive algebra given by the lattice generated by a maximal nest and a rank one projection is maximal with respect to its diagonal
AbstractLet H be a Hilbert space and B(H) the algebra of all bounded linear operators on H. It is kn...
Ideals of upper triangular operators Statement of the problem Let H: = `2(N) and let {ek}∞k=1 be the...
0. Introduction. Nest algebras are very important non-self adjoint operator algebras which have been...
AbstractWe show that the reflexive algebra given by the lattice generated by a maximal nest and a ra...
AbstractA subalgebra A of B(H) is said to be maximal with respect to its diagonal if it cannot be pr...
AbstractWe show that the projection lattice generated by a maximal nest and a rank one projection in...
AbstractA characterization is given of the class of operators which commute with the core of a nest ...
In this dissertation, we defined a new class of non selfadjoint operator algebras---Kadison-Singer a...
In this paper we continue the study of certain algebras of operators termed 'nest algebras&apos...
AbstractThe structure of a certain class of separably acting reflexive operator algebras is investig...
AbstractLet L be the Kadison–Singer lattice generated by a nontrivial nest N on an infinite-dimensio...
The thesis is devoted to the study of the structure of irreducible triangular algebras generated by ...
AbstractWe consider linear surjective isometries acting on reflexive operator algebras with commutat...
AbstractReflexive algebras play a central role in the study of general operator algebras. For a refl...
Many properties of nest algebras are actually valid for reflexive operator algebras with a commutati...
AbstractLet H be a Hilbert space and B(H) the algebra of all bounded linear operators on H. It is kn...
Ideals of upper triangular operators Statement of the problem Let H: = `2(N) and let {ek}∞k=1 be the...
0. Introduction. Nest algebras are very important non-self adjoint operator algebras which have been...
AbstractWe show that the reflexive algebra given by the lattice generated by a maximal nest and a ra...
AbstractA subalgebra A of B(H) is said to be maximal with respect to its diagonal if it cannot be pr...
AbstractWe show that the projection lattice generated by a maximal nest and a rank one projection in...
AbstractA characterization is given of the class of operators which commute with the core of a nest ...
In this dissertation, we defined a new class of non selfadjoint operator algebras---Kadison-Singer a...
In this paper we continue the study of certain algebras of operators termed 'nest algebras&apos...
AbstractThe structure of a certain class of separably acting reflexive operator algebras is investig...
AbstractLet L be the Kadison–Singer lattice generated by a nontrivial nest N on an infinite-dimensio...
The thesis is devoted to the study of the structure of irreducible triangular algebras generated by ...
AbstractWe consider linear surjective isometries acting on reflexive operator algebras with commutat...
AbstractReflexive algebras play a central role in the study of general operator algebras. For a refl...
Many properties of nest algebras are actually valid for reflexive operator algebras with a commutati...
AbstractLet H be a Hilbert space and B(H) the algebra of all bounded linear operators on H. It is kn...
Ideals of upper triangular operators Statement of the problem Let H: = `2(N) and let {ek}∞k=1 be the...
0. Introduction. Nest algebras are very important non-self adjoint operator algebras which have been...
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