Add to ORKGGiven finite dimensional real or complex Banach spaces, E and F, with norms and , we denote by N[mu][nu] the least upper bound norm induced on . Some results are given on the extremal structures of , the unit ball of N[mu][nu], of its polar , and of , which is the polar of the unit ball of the least upper bound norm N[mu]°[nu]°.http://www.sciencedirect.com/science/article/B6V0R-4RDBFDR-1/1/816ffee50923a7ec88d31c3c3daba91
AbstractLet X be a Banach space with the closed unit ball B(X). In this paper, by directly extrapola...
We study the extreme points of the unit ball of a Banach space that remain extreme when considered, ...
summary:Let $\Bbb K$ be the field of real or complex numbers. In this note we characterize all inner...
Given finite dimensional real or complex Banach spaces, E and F, with norms and , we denote by N[mu]...
AbstractGiven finite dimensional real or complex Banach spaces, E and F, with norms ν:E→R and μ:F→R,...
summary:Every separable nonreflexive Banach space admits an equivalent norm such that the set of the...
AbstractUsing the M-structure theory, we show that several classical function spaces and spaces of o...
This paper deals with the interplay of the geometry of the norm and the weak topology in Banach spac...
AbstractLet A be a Banach algebra, F a compact set in the complex plane, and h a function holomorphi...
AbstractThe set of all absolute normalized norms on R2 (denoted by AN2) and the set of all convex fu...
We present two sufficient conditions for normal structure in a Banach space. The first one is given ...
Let T be a bounded operator on an infinite-dimensional Banach space X and Ω a compact subset of the ...
The essential norm of any operator from a general Banach space of holomorphic functions on the unit ...
textIn this thesis, we introduce and study several norms constructed to satisfy an extremal property...
AbstractWe present two sufficient conditions for normal structure in a Banach space. The first one i...
AbstractLet X be a Banach space with the closed unit ball B(X). In this paper, by directly extrapola...
We study the extreme points of the unit ball of a Banach space that remain extreme when considered, ...
summary:Let $\Bbb K$ be the field of real or complex numbers. In this note we characterize all inner...
Given finite dimensional real or complex Banach spaces, E and F, with norms and , we denote by N[mu]...
AbstractGiven finite dimensional real or complex Banach spaces, E and F, with norms ν:E→R and μ:F→R,...
summary:Every separable nonreflexive Banach space admits an equivalent norm such that the set of the...
AbstractUsing the M-structure theory, we show that several classical function spaces and spaces of o...
This paper deals with the interplay of the geometry of the norm and the weak topology in Banach spac...
AbstractLet A be a Banach algebra, F a compact set in the complex plane, and h a function holomorphi...
AbstractThe set of all absolute normalized norms on R2 (denoted by AN2) and the set of all convex fu...
We present two sufficient conditions for normal structure in a Banach space. The first one is given ...
Let T be a bounded operator on an infinite-dimensional Banach space X and Ω a compact subset of the ...
The essential norm of any operator from a general Banach space of holomorphic functions on the unit ...
textIn this thesis, we introduce and study several norms constructed to satisfy an extremal property...
AbstractWe present two sufficient conditions for normal structure in a Banach space. The first one i...
AbstractLet X be a Banach space with the closed unit ball B(X). In this paper, by directly extrapola...
We study the extreme points of the unit ball of a Banach space that remain extreme when considered, ...
summary:Let $\Bbb K$ be the field of real or complex numbers. In this note we characterize all inner...