AbstractWe prove that every chainable continuum can be mapped into a dendroid such that all point-inverses consist of at most three points. In particular, it follows that there exists a finite-to-one map from a hereditarily indecomposable continuum (the pseudoarc) onto a hereditarily decomposable continuum. This answers a question by J. Krasinkiewicz
The origin of this researchl was the following problem raised by A. R. Stralka in 1972: Is it true t...
The set of compact connected metric spaces (continua) can be divided into classes according to the c...
The set of compact connected metric spaces (continua) can be divided into classes according to the c...
Abstract. We prove that every chainable continuum can be mapped into a dendroid such that all point-...
A continuum means comp6lct, connected metric space. A hereditarily unicoherent and arcwise connected...
We study several natural classes and relations occurring in continuum theory from the viewpoint of d...
We study several natural classes and relations occurring in continuum theory from the viewpoint of d...
AbstractA subcontinuum C of a dendroid X is a bottleneck if it intersects every arc connecting two n...
We study several natural classes and relations occurring in continuum theory from the viewpoint of d...
ABSTRACT. It is proved among other things that every mapping from a subcontinuum of an hereditarily ...
We study several natural classes and relations occurring in continuum theory from the viewpoint of d...
[EN] We show that the chainable continua (also called snake-like or arc-like)continua, are precisely...
It is known that no dendrite (Gottschalk 1947) and no hereditarily indecomposable tree-like continuu...
The origin of this researchl was the following problem raised by A. R. Stralka in 1972: Is it true t...
Exactly two-to-one maps from continua onto some tree-like continua by W. D ȩb s k i (Katowice), J. ...
The origin of this researchl was the following problem raised by A. R. Stralka in 1972: Is it true t...
The set of compact connected metric spaces (continua) can be divided into classes according to the c...
The set of compact connected metric spaces (continua) can be divided into classes according to the c...
Abstract. We prove that every chainable continuum can be mapped into a dendroid such that all point-...
A continuum means comp6lct, connected metric space. A hereditarily unicoherent and arcwise connected...
We study several natural classes and relations occurring in continuum theory from the viewpoint of d...
We study several natural classes and relations occurring in continuum theory from the viewpoint of d...
AbstractA subcontinuum C of a dendroid X is a bottleneck if it intersects every arc connecting two n...
We study several natural classes and relations occurring in continuum theory from the viewpoint of d...
ABSTRACT. It is proved among other things that every mapping from a subcontinuum of an hereditarily ...
We study several natural classes and relations occurring in continuum theory from the viewpoint of d...
[EN] We show that the chainable continua (also called snake-like or arc-like)continua, are precisely...
It is known that no dendrite (Gottschalk 1947) and no hereditarily indecomposable tree-like continuu...
The origin of this researchl was the following problem raised by A. R. Stralka in 1972: Is it true t...
Exactly two-to-one maps from continua onto some tree-like continua by W. D ȩb s k i (Katowice), J. ...
The origin of this researchl was the following problem raised by A. R. Stralka in 1972: Is it true t...
The set of compact connected metric spaces (continua) can be divided into classes according to the c...
The set of compact connected metric spaces (continua) can be divided into classes according to the c...
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