Add to ORKGAbstract. Let f be a mapping of X to Y such that f(X) = Y, where X and Y are metric continua. If the product map of X × X onto Y × Y is confluent and the span of X is zero then the span of Y is zero. 1
summary:Interrelations between three concepts of terminal continua and their behaviour, when the und...
Abstract. Let f: X--+ Y be a map between topological spaces. A Wf-set in Y is a continuum in Y which...
Summarization: Continua which are in Class (W) (i.e. images of weakly confluent mappings only) were...
Let X, Y be metric spaces, and let f: X ~ Y be a mapping. By PI and P2 we denote the standard projec...
Let X, Y be metric spaces, and let f: X ~ Y be a mapping. By PI and P2 we denote the standard projec...
Summarization: The purpose of this article is to present a rather com plete study of those classes o...
The purpose of this article is to present a rather com plete study of those classes of continua whic...
Semi-confluent mappings between metric continua are investigated. The obtained results concern compo...
The purpose of this article is to present a rather com plete study of those classes of continua whic...
A mapping between continua is weakly confluent if for each subcontinuum K of the range some componen...
Certain properties of confluent maps of compacta are developed in this paper, together with some con...
summary:Necessary and sufficient conditions are found in the paper for a mapping between continua to...
ABSTRACT. It is shown that the space of confluent mappings of any continuum onto a•other is topologi...
We say that a continuous transformation f of a compact metric space X onto a metric space Y is confl...
In his paper "Continuous mappings on continua" [5], T. Maćkowiak collected results concerning mappin...
summary:Interrelations between three concepts of terminal continua and their behaviour, when the und...
Abstract. Let f: X--+ Y be a map between topological spaces. A Wf-set in Y is a continuum in Y which...
Summarization: Continua which are in Class (W) (i.e. images of weakly confluent mappings only) were...
Let X, Y be metric spaces, and let f: X ~ Y be a mapping. By PI and P2 we denote the standard projec...
Let X, Y be metric spaces, and let f: X ~ Y be a mapping. By PI and P2 we denote the standard projec...
Summarization: The purpose of this article is to present a rather com plete study of those classes o...
The purpose of this article is to present a rather com plete study of those classes of continua whic...
Semi-confluent mappings between metric continua are investigated. The obtained results concern compo...
The purpose of this article is to present a rather com plete study of those classes of continua whic...
A mapping between continua is weakly confluent if for each subcontinuum K of the range some componen...
Certain properties of confluent maps of compacta are developed in this paper, together with some con...
summary:Necessary and sufficient conditions are found in the paper for a mapping between continua to...
ABSTRACT. It is shown that the space of confluent mappings of any continuum onto a•other is topologi...
We say that a continuous transformation f of a compact metric space X onto a metric space Y is confl...
In his paper "Continuous mappings on continua" [5], T. Maćkowiak collected results concerning mappin...
summary:Interrelations between three concepts of terminal continua and their behaviour, when the und...
Abstract. Let f: X--+ Y be a map between topological spaces. A Wf-set in Y is a continuum in Y which...
Summarization: Continua which are in Class (W) (i.e. images of weakly confluent mappings only) were...