Add to ORKGAbstract. We give an example of a non-separable connected and locally connected metrizable space whose all nonempty connected separable sub-spaces are singletons. This answers a question of Banakh, Vovk and Wójcik. 1
AbstractIn this paper we prove the existence of a universal element in the class of locally-finite d...
The Banach-Mazur separable quotient problem asks whether every infinite-dimensional Banach space B h...
Assuming the continuum hypothesis we give an example of a completely regular space F without any den...
AbstractWe answer a question of Alas, Tkačenko, Tkachuk, and Wilson by constructing a metrizable spa...
ABSTRACT: Compact hereditarily locally connected (hlc) metric spaces have been studied extensively b...
[出版社版]We construct a separable metrizable space T satisfying the following conditions: (1) T is weak...
We prove under Martin’s Axiom that every separable metrizable space represented as the union of less...
Do all infinite dimensional (separable metric) spaces have infinite cohomblogical dimension? This qu...
Abstract. In this paper we describe those locally compact noncompact separable metrizable spaces X f...
Abstract. We show that if X is a Banach space without cotype, then every locally finite metric space...
AbstractWe answer a question of Juhász by constructing under CH an example of a locally connected co...
We answer a question of Juhász by constructing under CH an example of a locally connected continuum ...
AbstractDimension theory for separable metric spaces is approached using the concept of essential fa...
AbstractFor each nonnegative integer n, we show the existence of a universal space for the class of ...
In 1983 P. Domanski investigated the question: For which separable topological vector spaces E, does...
AbstractIn this paper we prove the existence of a universal element in the class of locally-finite d...
The Banach-Mazur separable quotient problem asks whether every infinite-dimensional Banach space B h...
Assuming the continuum hypothesis we give an example of a completely regular space F without any den...
AbstractWe answer a question of Alas, Tkačenko, Tkachuk, and Wilson by constructing a metrizable spa...
ABSTRACT: Compact hereditarily locally connected (hlc) metric spaces have been studied extensively b...
[出版社版]We construct a separable metrizable space T satisfying the following conditions: (1) T is weak...
We prove under Martin’s Axiom that every separable metrizable space represented as the union of less...
Do all infinite dimensional (separable metric) spaces have infinite cohomblogical dimension? This qu...
Abstract. In this paper we describe those locally compact noncompact separable metrizable spaces X f...
Abstract. We show that if X is a Banach space without cotype, then every locally finite metric space...
AbstractWe answer a question of Juhász by constructing under CH an example of a locally connected co...
We answer a question of Juhász by constructing under CH an example of a locally connected continuum ...
AbstractDimension theory for separable metric spaces is approached using the concept of essential fa...
AbstractFor each nonnegative integer n, we show the existence of a universal space for the class of ...
In 1983 P. Domanski investigated the question: For which separable topological vector spaces E, does...
AbstractIn this paper we prove the existence of a universal element in the class of locally-finite d...
The Banach-Mazur separable quotient problem asks whether every infinite-dimensional Banach space B h...
Assuming the continuum hypothesis we give an example of a completely regular space F without any den...