AbstractWe consider topological linear spaces (without local convexity) and their convex subsets. We investigate relations between admissibility, the AR-property and the possibility of extending homeomorphisms between compacta
IIn this paper, an admissibility for topological degree of Herz spaces, Herz-type Besov and Triebel-...
We prove that under some topological assumptions (e.g. if M has nonempty interior in X), a convex co...
Abstract This article concerns the uniform classification of infinite dimensional real topological v...
AbstractWe consider topological linear spaces (without local convexity) and their convex subsets. We...
AbstractRoberts constructed a linear metric space which contains a compact convex set without any ex...
AbstractA general approximation property for topological spaces is studied in relation with fixed po...
There are several researches on a normed space N with the extension property : each continuous linea...
ABSTRACT. In a Hausdorff topological linear space we examine relations between r-convexity and a con...
Topological algebra and general topology are considered in the paper aiming at the property investig...
Abstract. It is well known that domain representable spaces, that is topological spaces that are hom...
Our purpose is to extend, to the class of linear operators on a locally convex space, some of the re...
If a compact convex subset of a topological vector space is strongly locally convex then it is affin...
We characterize the AR property in convex subsets of metric linear spaces in terms of certain near-s...
AbstractWe give a new definition of admissible representations which allows to handle also non count...
This thesis is mainly concerned with linear topoJogical spaces in which local convexity is not assum...
IIn this paper, an admissibility for topological degree of Herz spaces, Herz-type Besov and Triebel-...
We prove that under some topological assumptions (e.g. if M has nonempty interior in X), a convex co...
Abstract This article concerns the uniform classification of infinite dimensional real topological v...
AbstractWe consider topological linear spaces (without local convexity) and their convex subsets. We...
AbstractRoberts constructed a linear metric space which contains a compact convex set without any ex...
AbstractA general approximation property for topological spaces is studied in relation with fixed po...
There are several researches on a normed space N with the extension property : each continuous linea...
ABSTRACT. In a Hausdorff topological linear space we examine relations between r-convexity and a con...
Topological algebra and general topology are considered in the paper aiming at the property investig...
Abstract. It is well known that domain representable spaces, that is topological spaces that are hom...
Our purpose is to extend, to the class of linear operators on a locally convex space, some of the re...
If a compact convex subset of a topological vector space is strongly locally convex then it is affin...
We characterize the AR property in convex subsets of metric linear spaces in terms of certain near-s...
AbstractWe give a new definition of admissible representations which allows to handle also non count...
This thesis is mainly concerned with linear topoJogical spaces in which local convexity is not assum...
IIn this paper, an admissibility for topological degree of Herz spaces, Herz-type Besov and Triebel-...
We prove that under some topological assumptions (e.g. if M has nonempty interior in X), a convex co...
Abstract This article concerns the uniform classification of infinite dimensional real topological v...
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