Add to ORKGThe notion of an s-normal cone, introduced here, allows different characteriza-tions of strictly real Banach algebras. The normality of H+, the cone of positive elements, makes of the algebra a function algebra. The nuclearity of H+ implies finite dimensionality
In this paper we present two independent computational proofs that the monoid derived from ...
Let k be a field of positive characteristic. Building on the work of the second named author, we def...
AbstractThis paper is composed of five sections.In the first one, we classify cones into pseudonucle...
The notion of an s-normal cone, introduced here, allows different characterizations of strictly real...
summary:The notion of normal cones is used to characterize $C^*$-$m$-convex algebras among unital, s...
It is shown that a complex Banach algebra which ad-mits a convex normal cone satisfying some additio...
AbstractThis paper concerns Banach ∗-algebras which are nonunital or have bounded approximate identi...
Abstract We give the method of construction of normal but not strongly normal positive cones
This thesis is devoted to the study of various properties of Banach function algebras. We are partic...
The aim of the thesis was to study various properties of cones in ordered vector, normed and Banach ...
This paper will generalize what may be termed the “geometric duality theory” of real pre-ordered Ban...
We give an overview of normality and conormality properties of pre-ordered Banach spaces. For pre-or...
In this thesis we investigate the properties of various Banach function algebras and uniform algebra...
AbstractThis paper proposes and compares several ways of measuring the degree of normality of a conv...
It is shown that if the socle soc(A) of a semisimple Banach algebra A is norm-closed, then soc(A) is...
In this paper we present two independent computational proofs that the monoid derived from ...
Let k be a field of positive characteristic. Building on the work of the second named author, we def...
AbstractThis paper is composed of five sections.In the first one, we classify cones into pseudonucle...
The notion of an s-normal cone, introduced here, allows different characterizations of strictly real...
summary:The notion of normal cones is used to characterize $C^*$-$m$-convex algebras among unital, s...
It is shown that a complex Banach algebra which ad-mits a convex normal cone satisfying some additio...
AbstractThis paper concerns Banach ∗-algebras which are nonunital or have bounded approximate identi...
Abstract We give the method of construction of normal but not strongly normal positive cones
This thesis is devoted to the study of various properties of Banach function algebras. We are partic...
The aim of the thesis was to study various properties of cones in ordered vector, normed and Banach ...
This paper will generalize what may be termed the “geometric duality theory” of real pre-ordered Ban...
We give an overview of normality and conormality properties of pre-ordered Banach spaces. For pre-or...
In this thesis we investigate the properties of various Banach function algebras and uniform algebra...
AbstractThis paper proposes and compares several ways of measuring the degree of normality of a conv...
It is shown that if the socle soc(A) of a semisimple Banach algebra A is norm-closed, then soc(A) is...
In this paper we present two independent computational proofs that the monoid derived from ...
Let k be a field of positive characteristic. Building on the work of the second named author, we def...
AbstractThis paper is composed of five sections.In the first one, we classify cones into pseudonucle...