AbstractA characterization is given of the class of operators which commute with the core of a nest algebra modulo its Jacobson radical, and of those projections which commute with every member of the nest algebra modulo its radical. A precise description is given of those operators which commute modulo the radical with every member of the nest algebra of a nonatomic nest of uniform multiplicity one
We study intertwining operator algebras introduced and constructed by Huang. In the case that the in...
AbstractA subalgebra A of B(H) is said to be maximal with respect to its diagonal if it cannot be pr...
The existence of a von Neumann algebra of operators and hence the existence of projections acting in...
AbstractA characterization is given of the class of operators which commute with the core of a nest ...
AbstractThe structure of a certain class of separably acting reflexive operator algebras is investig...
Many properties of nest algebras are actually valid for reflexive operator algebras with a commutati...
AbstractWe show that the reflexive algebra given by the lattice generated by a maximal nest and a ra...
0. Introduction. Nest algebras are very important non-self adjoint operator algebras which have been...
In this paper we continue the study of certain algebras of operators termed 'nest algebras&apos...
AbstractWe show that the projection lattice generated by a maximal nest and a rank one projection in...
AbstractWe initiate a general structure theory for vertex operator algebras V. We discuss the center...
It is shown that the topologically irreducible representations of a normed algebra define a certain ...
AbstractThe algebraic equivalence and similarity classes of idempotents within a nest algebra Alg β ...
AbstractReflexive algebras play a central role in the study of general operator algebras. For a refl...
The set of normalizers between von Neumann (or, more generally, reexive) algebras A and B, (that is...
We study intertwining operator algebras introduced and constructed by Huang. In the case that the in...
AbstractA subalgebra A of B(H) is said to be maximal with respect to its diagonal if it cannot be pr...
The existence of a von Neumann algebra of operators and hence the existence of projections acting in...
AbstractA characterization is given of the class of operators which commute with the core of a nest ...
AbstractThe structure of a certain class of separably acting reflexive operator algebras is investig...
Many properties of nest algebras are actually valid for reflexive operator algebras with a commutati...
AbstractWe show that the reflexive algebra given by the lattice generated by a maximal nest and a ra...
0. Introduction. Nest algebras are very important non-self adjoint operator algebras which have been...
In this paper we continue the study of certain algebras of operators termed 'nest algebras&apos...
AbstractWe show that the projection lattice generated by a maximal nest and a rank one projection in...
AbstractWe initiate a general structure theory for vertex operator algebras V. We discuss the center...
It is shown that the topologically irreducible representations of a normed algebra define a certain ...
AbstractThe algebraic equivalence and similarity classes of idempotents within a nest algebra Alg β ...
AbstractReflexive algebras play a central role in the study of general operator algebras. For a refl...
The set of normalizers between von Neumann (or, more generally, reexive) algebras A and B, (that is...
We study intertwining operator algebras introduced and constructed by Huang. In the case that the in...
AbstractA subalgebra A of B(H) is said to be maximal with respect to its diagonal if it cannot be pr...
The existence of a von Neumann algebra of operators and hence the existence of projections acting in...
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