AbstractAn element S of an algebra is called single if ASB = 0 implies AS = 0 or SB = 0. For many algebras of operators, S is single if and only if S has rank one. Here we study properties of single operators not of rank one, and conditions on the algebra which will ensure that all its single operators are of rank one
SIGLEAvailable from British Library Document Supply Centre-DSC:D191673 / BLDSC - British Library Doc...
Let A be a semisimple Banach algebra. We define the rank of a nonzero element a in the socle of A to...
AbstractAlgebras of operators of finite rank are studied. Some structure theorems are presented. Res...
AbstractAn element S of an algebra is called single if ASB = 0 implies AS = 0 or SB = 0. For many al...
AbstractThis paper provides an abstract characterization of quasitriangular algebras of operators on...
Throughout this paper A denotes a complex, unital Banach algebra with the minimum requirement that A...
AbstractAn element s of an algebra A is called a single element of A if asb=0 and a,b∈A imply that a...
Abstract. In this paper, we first characterize reflexive one-sidedA-submodules U of a unital operato...
We give, for each n ^ 3, an example of a reflexive operator algebra sfn with the following propertie...
AbstractWe show that the reflexive algebra given by the lattice generated by a maximal nest and a ra...
Dedicated to Roger Horn on the occasion of his 65th birthday LetA be a standard operator algebra act...
AbstractWe show that an algebraic operator on a complex Banach space has reflexive commutant if and ...
AbstractThe concept of real rank of a C∗-algebra is introduced as a non-commutative analogue of dime...
AbstractThe zero-term rank of a matrix is the maximum number of zeros in any generalized diagonal. T...
Abstract. The zero-term rank of a matrix A over a semiringS is the least number of lines (rows or co...
SIGLEAvailable from British Library Document Supply Centre-DSC:D191673 / BLDSC - British Library Doc...
Let A be a semisimple Banach algebra. We define the rank of a nonzero element a in the socle of A to...
AbstractAlgebras of operators of finite rank are studied. Some structure theorems are presented. Res...
AbstractAn element S of an algebra is called single if ASB = 0 implies AS = 0 or SB = 0. For many al...
AbstractThis paper provides an abstract characterization of quasitriangular algebras of operators on...
Throughout this paper A denotes a complex, unital Banach algebra with the minimum requirement that A...
AbstractAn element s of an algebra A is called a single element of A if asb=0 and a,b∈A imply that a...
Abstract. In this paper, we first characterize reflexive one-sidedA-submodules U of a unital operato...
We give, for each n ^ 3, an example of a reflexive operator algebra sfn with the following propertie...
AbstractWe show that the reflexive algebra given by the lattice generated by a maximal nest and a ra...
Dedicated to Roger Horn on the occasion of his 65th birthday LetA be a standard operator algebra act...
AbstractWe show that an algebraic operator on a complex Banach space has reflexive commutant if and ...
AbstractThe concept of real rank of a C∗-algebra is introduced as a non-commutative analogue of dime...
AbstractThe zero-term rank of a matrix is the maximum number of zeros in any generalized diagonal. T...
Abstract. The zero-term rank of a matrix A over a semiringS is the least number of lines (rows or co...
SIGLEAvailable from British Library Document Supply Centre-DSC:D191673 / BLDSC - British Library Doc...
Let A be a semisimple Banach algebra. We define the rank of a nonzero element a in the socle of A to...
AbstractAlgebras of operators of finite rank are studied. Some structure theorems are presented. Res...
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