AbstractWe investigate connected partitions of continua into compacta. In particular, we consider continua with property that every connected partition into compacta is compact. We characterize graphs which have this property as the trees and the simple closed curve. Dendrites are shown to have the property. An example of a nonlocally connected continuum with the property is also given
For a metric space X, we denote the hyperspaces of nonempty closed subsets, closed connected subsets...
AbstractConnected subsets of dendrites and ones which are locally compact are characterized in the p...
Tree-likeness of generalized continua is defined by means of inverse limits of locally finite trees ...
AbstractWe investigate connected partitions of continua into compacta. In particular, we consider co...
By a compactum we mean a compact subset of a metric space and by a continuum we mean a connected com...
By a compactum we mean a compact subset of a metric space and by a continuum we mean a connected com...
Some imbedding properties, relative to E[raised to n], of indecomposable, unicoherent, and discohere...
A continuum is a compact connected metric space. The main results of this paper (theorems 3.7 and 3....
Certain theorems that apply to compact, metric continua that are separated by none of their subconti...
Exactly two-to-one maps from continua onto some tree-like continua by W. D ȩb s k i (Katowice), J. ...
It is known that no dendrite (Gottschalk 1947) and no hereditarily indecomposable tree-like continuu...
This dissertation presents extensions to theorems of R. H. Bing concerning partitions of continuous ...
Connected subsets of dendrites and ones which are locally compact are characterized in the paper. Fu...
For a metric space X, we denote the hyperspaces of nonempty closed subsets, closed connected subsets...
We introduce the notion of thin continua: a continuum is thin if every nondegenerate subcontinuum ha...
For a metric space X, we denote the hyperspaces of nonempty closed subsets, closed connected subsets...
AbstractConnected subsets of dendrites and ones which are locally compact are characterized in the p...
Tree-likeness of generalized continua is defined by means of inverse limits of locally finite trees ...
AbstractWe investigate connected partitions of continua into compacta. In particular, we consider co...
By a compactum we mean a compact subset of a metric space and by a continuum we mean a connected com...
By a compactum we mean a compact subset of a metric space and by a continuum we mean a connected com...
Some imbedding properties, relative to E[raised to n], of indecomposable, unicoherent, and discohere...
A continuum is a compact connected metric space. The main results of this paper (theorems 3.7 and 3....
Certain theorems that apply to compact, metric continua that are separated by none of their subconti...
Exactly two-to-one maps from continua onto some tree-like continua by W. D ȩb s k i (Katowice), J. ...
It is known that no dendrite (Gottschalk 1947) and no hereditarily indecomposable tree-like continuu...
This dissertation presents extensions to theorems of R. H. Bing concerning partitions of continuous ...
Connected subsets of dendrites and ones which are locally compact are characterized in the paper. Fu...
For a metric space X, we denote the hyperspaces of nonempty closed subsets, closed connected subsets...
We introduce the notion of thin continua: a continuum is thin if every nondegenerate subcontinuum ha...
For a metric space X, we denote the hyperspaces of nonempty closed subsets, closed connected subsets...
AbstractConnected subsets of dendrites and ones which are locally compact are characterized in the p...
Tree-likeness of generalized continua is defined by means of inverse limits of locally finite trees ...
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