DOIAbstract
AbstractA new distance is introduced on the space of extended real-valued, lower semicontinuous convex functions defined on reflexive Banach spaces. It is shown that with this notion of distance, the Legendre-Fenchel is an isometry
AbstractA new distance is introduced on the space of extended real-valued, lower semicontinuous convex functions defined on reflexive Banach spaces. It is shown that with this notion of distance, the Legendre-Fenchel is an isometry
We extend the classical Banach-Mazur distance [3] from Banach spaces to linear operators between the...
The classical notions of essential smoothness, essential strict convexity, and Legendreness for conv...
Let $N$ be a norming set in a Banach space $X$. In this paper we prove the lower semicontinuity with...
AbstractA new distance is introduced on the space of extended real-valued, lower semicontinuous conv...
International audienceWe characterize metric spaces whose Lipschitz free space is isometric to $\ell...
This paper contains an exposition of two theorems on Banach spaces. Let X and Y be real Banach space...
This thesis consists of five research papers. The first paper: We prove that under certain condition...
In this paper we generalize a result of Hopenwasser and Plastiras (1997) that gives a geometric cond...
In this paper, we present diverse new metric properties that prox-regular sets shared with convex on...
Given a topological space X, we establish formulas to compute the distance from a function f∈RX to t...
Fundamental to the study of any mathematical structure is an understanding of its symmetries. In the...
We consider the parameter space of all the linear inequality systems, in the n-dimensional Euclidean...
Let K-1, K-2 be compact Hausdorff spaces and E-1, E-2 be Ba-nach spaces not containing a copy of c(0...
The classical notions of essential smoothness, essential strict convexity, and Legendreness for conv...
The thesis deals with Banach-Stone theorem, its modi cations and generalizations. The preface of the...
We extend the classical Banach-Mazur distance [3] from Banach spaces to linear operators between the...
The classical notions of essential smoothness, essential strict convexity, and Legendreness for conv...
Let $N$ be a norming set in a Banach space $X$. In this paper we prove the lower semicontinuity with...
AbstractA new distance is introduced on the space of extended real-valued, lower semicontinuous conv...
International audienceWe characterize metric spaces whose Lipschitz free space is isometric to $\ell...
This paper contains an exposition of two theorems on Banach spaces. Let X and Y be real Banach space...
This thesis consists of five research papers. The first paper: We prove that under certain condition...
In this paper we generalize a result of Hopenwasser and Plastiras (1997) that gives a geometric cond...
In this paper, we present diverse new metric properties that prox-regular sets shared with convex on...
Given a topological space X, we establish formulas to compute the distance from a function f∈RX to t...
Fundamental to the study of any mathematical structure is an understanding of its symmetries. In the...
We consider the parameter space of all the linear inequality systems, in the n-dimensional Euclidean...
Let K-1, K-2 be compact Hausdorff spaces and E-1, E-2 be Ba-nach spaces not containing a copy of c(0...
The classical notions of essential smoothness, essential strict convexity, and Legendreness for conv...
The thesis deals with Banach-Stone theorem, its modi cations and generalizations. The preface of the...
We extend the classical Banach-Mazur distance [3] from Banach spaces to linear operators between the...
The classical notions of essential smoothness, essential strict convexity, and Legendreness for conv...
Let $N$ be a norming set in a Banach space $X$. In this paper we prove the lower semicontinuity with...
Add to ORKG