Add to ORKGsummary:The notion of normal cones is used to characterize $C^*$-$m$-convex algebras among unital, symmetric and complete $m$-convex algebras
Convex or concave sequences of n positive terms, viewed as vectors in n-space, constitute convex ...
AbstractLet X be a Banach space, X2 ⊆ X be a two-dimensional subspace of X, and S(X) = {x ϵ X, ‖x‖ =...
AbstractRecently the study of completely positive maps has become important to the results of Brown,...
summary:The notion of normal cones is used to characterize $C^*$-$m$-convex algebras among unital, s...
AbstractThis paper concerns Banach ∗-algebras which are nonunital or have bounded approximate identi...
AbstractThis paper proposes and compares several ways of measuring the degree of normality of a conv...
AbstractIf A0[‖⋅‖0] is a C∗-normed algebra and τ a locally convex topology on A0 making its multipli...
The notion of an s-normal cone, introduced here, allows different characteriza-tions of strictly rea...
If A_0 is a C∗-normed algebra and τ a locally convex topology on A_0 making its multiplication sepa...
AbstractLet X be a Banach space, S(X) - {x ε X : ‖#x02016; = 1} be the unit sphere of X.The paramete...
AbstractLet K be a closed convex cone in a Hilbert space X. Let BX be the closed unit ball of X and ...
AbstractFor a closed, pointed n-dimensional convex cone K in Rn, let π(K) denote the set of all n × ...
Throughout this chapter 0 0] denotes a unital C*-algebra and τ a locally convex topology on 0. Let 0...
Generalizamos algunos de los resultados conocidos sobre las C*-algebras al caso de una *-algebra loc...
There are examples of C*-algebras A that accept a locally convex *-topology \u3c4 coarser than the g...
Convex or concave sequences of n positive terms, viewed as vectors in n-space, constitute convex ...
AbstractLet X be a Banach space, X2 ⊆ X be a two-dimensional subspace of X, and S(X) = {x ϵ X, ‖x‖ =...
AbstractRecently the study of completely positive maps has become important to the results of Brown,...
summary:The notion of normal cones is used to characterize $C^*$-$m$-convex algebras among unital, s...
AbstractThis paper concerns Banach ∗-algebras which are nonunital or have bounded approximate identi...
AbstractThis paper proposes and compares several ways of measuring the degree of normality of a conv...
AbstractIf A0[‖⋅‖0] is a C∗-normed algebra and τ a locally convex topology on A0 making its multipli...
The notion of an s-normal cone, introduced here, allows different characteriza-tions of strictly rea...
If A_0 is a C∗-normed algebra and τ a locally convex topology on A_0 making its multiplication sepa...
AbstractLet X be a Banach space, S(X) - {x ε X : ‖#x02016; = 1} be the unit sphere of X.The paramete...
AbstractLet K be a closed convex cone in a Hilbert space X. Let BX be the closed unit ball of X and ...
AbstractFor a closed, pointed n-dimensional convex cone K in Rn, let π(K) denote the set of all n × ...
Throughout this chapter 0 0] denotes a unital C*-algebra and τ a locally convex topology on 0. Let 0...
Generalizamos algunos de los resultados conocidos sobre las C*-algebras al caso de una *-algebra loc...
There are examples of C*-algebras A that accept a locally convex *-topology \u3c4 coarser than the g...
Convex or concave sequences of n positive terms, viewed as vectors in n-space, constitute convex ...
AbstractLet X be a Banach space, X2 ⊆ X be a two-dimensional subspace of X, and S(X) = {x ϵ X, ‖x‖ =...
AbstractRecently the study of completely positive maps has become important to the results of Brown,...