Add to ORKGAbstract. A mapping is said to be confluent over locally connected continua if for each locally connected subcontinuum Q of the range each component of its preimage is mapped onto Q. For mappings of compact spaces this class is a very natural generalization of locally confluent mappings. Various properties of these mappings are systematically studied in the paper
Abstract. The lifting property of continua for classes of mappings is defined. It is shown that the ...
Abstract. The lifting property of continua for classes of mappings is defined. It is shown that the ...
Abstract. We define inductively weakly confluent mappings and n-weakly confluent mappings for each n...
Certain properties of confluent maps of compacta are developed in this paper, together with some con...
In his paper “Continuous mappings on continua ” [5], T. Maćkowiak col-lected results concerning map...
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...
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...
For a given mapping f between continua we consider the induced mappings between the corresponding hy...
summary:Necessary and sufficient conditions are found in the paper for a mapping between continua to...
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
Summarization: Continua which are in Class (W) (i.e. images of weakly confluent mappings only) were...
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
Abstract. Let f: X--+ Y be a map between topological spaces. A Wf-set in Y is a continuum in Y which...
Abstract. The lifting property of continua for classes of mappings is defined. It is shown that the ...
Abstract. The lifting property of continua for classes of mappings is defined. It is shown that the ...
Abstract. We define inductively weakly confluent mappings and n-weakly confluent mappings for each n...
Certain properties of confluent maps of compacta are developed in this paper, together with some con...
In his paper “Continuous mappings on continua ” [5], T. Maćkowiak col-lected results concerning map...
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...
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...
For a given mapping f between continua we consider the induced mappings between the corresponding hy...
summary:Necessary and sufficient conditions are found in the paper for a mapping between continua to...
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
Summarization: Continua which are in Class (W) (i.e. images of weakly confluent mappings only) were...
lThis lecture is designed to be a survey of some results, new and not so new, in Continua Theory wit...
Abstract. Let f: X--+ Y be a map between topological spaces. A Wf-set in Y is a continuum in Y which...
Abstract. The lifting property of continua for classes of mappings is defined. It is shown that the ...
Abstract. The lifting property of continua for classes of mappings is defined. It is shown that the ...
Abstract. We define inductively weakly confluent mappings and n-weakly confluent mappings for each n...