Add to ORKGThe classical Banach-Stone theorem characterizes linear surjective isometries between C(K)-spaces. Themain aim of this paper is to present a survey of Banach-Stone-theorem-type results between some function spaces. The weighted substitution operators play an important role in characterization of isometries, disjointness preserving operators, and lattice homomorphisms. Some open problems are given for further investigation. 1
Abstract. Suppose X and Y are locally compact Hausdorff spaces, E and F are Banach spaces and F is s...
We consider abstract Banach spaces of analytic functions on general bounded domains that satisfy onl...
An operator is said to be nice if its conjugate maps extreme points of the dual unit ball to extreme...
International audienceWe establish an extension of the Banach-Stone theorem to a class of isomorphis...
International audienceWe establish an extension of the Banach-Stone theorem to a class of isomorphis...
International audienceWe establish an extension of the Banach-Stone theorem to a class of isomorphis...
International audienceWe establish an extension of the Banach-Stone theorem to a class of isomorphis...
In 1932, Banach published the first study on isometries between real-valued function spaces defined ...
Abstract. Let X be a compact Hausdorff space and C(X) the space of continu-ous functions defined on ...
The thesis deals with Banach-Stone theorem, its modi cations and generalizations. The preface of the...
This article is an extended version of three lectures given at the 4th Advanced Course in Operator T...
Fundamental to the study of any mathematical structure is an understanding of its symmetries. In the...
In this paper we consider the notion of n-isometry on a Banach space. We determine the existence of ...
In this paper, we prove that into isometries and disjointness preserving linear maps from C0(X) into...
Abstract. In this paper we characterize weighted substitution operators between Lp spaces and obtain...
Abstract. Suppose X and Y are locally compact Hausdorff spaces, E and F are Banach spaces and F is s...
We consider abstract Banach spaces of analytic functions on general bounded domains that satisfy onl...
An operator is said to be nice if its conjugate maps extreme points of the dual unit ball to extreme...
International audienceWe establish an extension of the Banach-Stone theorem to a class of isomorphis...
International audienceWe establish an extension of the Banach-Stone theorem to a class of isomorphis...
International audienceWe establish an extension of the Banach-Stone theorem to a class of isomorphis...
International audienceWe establish an extension of the Banach-Stone theorem to a class of isomorphis...
In 1932, Banach published the first study on isometries between real-valued function spaces defined ...
Abstract. Let X be a compact Hausdorff space and C(X) the space of continu-ous functions defined on ...
The thesis deals with Banach-Stone theorem, its modi cations and generalizations. The preface of the...
This article is an extended version of three lectures given at the 4th Advanced Course in Operator T...
Fundamental to the study of any mathematical structure is an understanding of its symmetries. In the...
In this paper we consider the notion of n-isometry on a Banach space. We determine the existence of ...
In this paper, we prove that into isometries and disjointness preserving linear maps from C0(X) into...
Abstract. In this paper we characterize weighted substitution operators between Lp spaces and obtain...
Abstract. Suppose X and Y are locally compact Hausdorff spaces, E and F are Banach spaces and F is s...
We consider abstract Banach spaces of analytic functions on general bounded domains that satisfy onl...
An operator is said to be nice if its conjugate maps extreme points of the dual unit ball to extreme...