AbstractAmong other things it is proved that the set of all open mappings between compacta X and Y is topologically complete if X is locally connected and Y is a graph, and this set is not topologically complete if it is nonempty and Y is a manifold of dimension >1, or Y is the Menger universal curve, or Y is a pseudo-arc
AbstractOpenness of induced mappings between hyperspaces of continua is studied. In particular we in...
We show that a compactum is locally connected if and only if every semimonotone mapping onto it is a...
AbstractThe primary goal of the paper is to investigate the Baire property and weak α-favorability f...
AbstractAmong other things it is proved that the set of all open mappings between compacta X and Y i...
ABSTRACT. It is shown that the space of confluent mappings of any continuum onto a•other is topologi...
AbstractRecent development of the theory of general topological vector spaces (without local convexi...
Abstract. We show that a metrizable space Y is completely metrizable if there is a continuous surjec...
AbstractWe introduce a completeness concept for convex sets in locally convex vector spaces which is...
A continuum is a compact connected metric space. Amap is a continuous function. For a continuum X wi...
AbstractWe show that a metrizable space Y is completely metrizable if there is a continuous surjecti...
AbstractBy a space we shall mean a completely regular Hausdorff space. A uniformity Φ of a space X i...
Several structural characterizations of locally connected continua that admit an open mapping onto a...
It is certainly well known that a mapping between metric spaces is continuous if and only if it pres...
Openness of induced mappings between hyperspaces of continua is studied. In particular we investigat...
Openness of induced mappings between hyperspaces of continua is studied. In particular we investigat...
AbstractOpenness of induced mappings between hyperspaces of continua is studied. In particular we in...
We show that a compactum is locally connected if and only if every semimonotone mapping onto it is a...
AbstractThe primary goal of the paper is to investigate the Baire property and weak α-favorability f...
AbstractAmong other things it is proved that the set of all open mappings between compacta X and Y i...
ABSTRACT. It is shown that the space of confluent mappings of any continuum onto a•other is topologi...
AbstractRecent development of the theory of general topological vector spaces (without local convexi...
Abstract. We show that a metrizable space Y is completely metrizable if there is a continuous surjec...
AbstractWe introduce a completeness concept for convex sets in locally convex vector spaces which is...
A continuum is a compact connected metric space. Amap is a continuous function. For a continuum X wi...
AbstractWe show that a metrizable space Y is completely metrizable if there is a continuous surjecti...
AbstractBy a space we shall mean a completely regular Hausdorff space. A uniformity Φ of a space X i...
Several structural characterizations of locally connected continua that admit an open mapping onto a...
It is certainly well known that a mapping between metric spaces is continuous if and only if it pres...
Openness of induced mappings between hyperspaces of continua is studied. In particular we investigat...
Openness of induced mappings between hyperspaces of continua is studied. In particular we investigat...
AbstractOpenness of induced mappings between hyperspaces of continua is studied. In particular we in...
We show that a compactum is locally connected if and only if every semimonotone mapping onto it is a...
AbstractThe primary goal of the paper is to investigate the Baire property and weak α-favorability f...
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