Add to ORKGAbstract. This paper is a summary of the author’s doctral dissertation. Firstly, we introduce a new notion “Čech-complete map”, and investigate some its basic properties, invariance under perfect maps, characterizations by compactifications of Čech-complete maps and relationships with other maps. Secondly, we intro-duce new notions of p-maps and M-maps, and investigate some basic properties, which are extensions of corresponding properties of p-spaces and M-spaces. Fi-nally, we prove the existence of fibrewise uniformities on some metrizable maps, and study the relations between the completeness induced by a trivial metric and the one defined by fibrewise uniformities. Further, we discuss the relations between completely metrizable maps a...
Abstract. Two equivalent metrics can be compared, with respect to their uniform properties, in sever...
Once the existance of metrizable (LF)-spaces was discovered by A. Grothendieck, the problem whether ...
Once the existance of metrizable (LF)-spaces was discovered by A. Grothendieck, the problem whether ...
We introduce a new notion of "Čech-complete map", and investigate some its basic properties, invaria...
AbstractWe show that a metrizable space Y is completely metrizable if there is a continuous surjecti...
Abstract. We show that a metrizable space Y is completely metrizable if there is a continuous surjec...
In this paper we define and study MT-maps, which are the fibrewise topological analogue of metrizabl...
We introduce new notions of p-maps and M-maps, and investigate some of their basic properties, which...
AbstractIt is proved that if ƒ is a perfect map of X onto a metrizable space, and if {Wn} is a seque...
Abstract. This paper is a summary of the author’s doctoral dissertation. We study homotopy theory in...
AbstractBy a space we shall mean a completely regular Hausdorff space. A uniformity Φ of a space X i...
AbstractIn this paper we define and study MT-maps, which are the fibrewise topological analogue of m...
AbstractWe show that a metrizable topological space X is completely metrizable if and only if it adm...
AbstractThis paper studies the metrizability and various kinds of completeness property of the space...
AbstractThis paper studies the metrizability and various kinds of completeness properties of the spa...
Abstract. Two equivalent metrics can be compared, with respect to their uniform properties, in sever...
Once the existance of metrizable (LF)-spaces was discovered by A. Grothendieck, the problem whether ...
Once the existance of metrizable (LF)-spaces was discovered by A. Grothendieck, the problem whether ...
We introduce a new notion of "Čech-complete map", and investigate some its basic properties, invaria...
AbstractWe show that a metrizable space Y is completely metrizable if there is a continuous surjecti...
Abstract. We show that a metrizable space Y is completely metrizable if there is a continuous surjec...
In this paper we define and study MT-maps, which are the fibrewise topological analogue of metrizabl...
We introduce new notions of p-maps and M-maps, and investigate some of their basic properties, which...
AbstractIt is proved that if ƒ is a perfect map of X onto a metrizable space, and if {Wn} is a seque...
Abstract. This paper is a summary of the author’s doctoral dissertation. We study homotopy theory in...
AbstractBy a space we shall mean a completely regular Hausdorff space. A uniformity Φ of a space X i...
AbstractIn this paper we define and study MT-maps, which are the fibrewise topological analogue of m...
AbstractWe show that a metrizable topological space X is completely metrizable if and only if it adm...
AbstractThis paper studies the metrizability and various kinds of completeness property of the space...
AbstractThis paper studies the metrizability and various kinds of completeness properties of the spa...
Abstract. Two equivalent metrics can be compared, with respect to their uniform properties, in sever...
Once the existance of metrizable (LF)-spaces was discovered by A. Grothendieck, the problem whether ...
Once the existance of metrizable (LF)-spaces was discovered by A. Grothendieck, the problem whether ...