By a compactum we mean a compact subset of a metric space and by a continuum we mean a connected compactum. A dendrite i~: a locally connected continuum which contains no simple closed curve and a dendroid is a continuum which is arcwise connecte
As we shall show in this paper, a compactum can be im bedded in a continuum in such a manner that ce...
Determinar los puntos que agujeran al hiperespacio de subcontinuos de dendroides suaves y compactaci...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
By a compactum we mean a compact subset of a metric space and by a continuum we mean a connected com...
AbstractWe investigate connected partitions of continua into compacta. In particular, we consider co...
A continuum means comp6lct, connected metric space. A hereditarily unicoherent and arcwise connected...
AbstractFor a continuum X we denote by C(X) the hyperspace of subcontinua of X, metrized by the Haus...
AbstractLet Z be a metric continuum and n be a positive integer. Let Cn(Z) be the hyperspace of the ...
ABSTRACT. Let M be a metric continuum containing a fixed point p. The following conditions are shown...
We introduce the notion of thin continua: a continuum is thin if every nondegenerate subcontinuum ha...
Abstract. Let X be a dendrite whose set of end-points is not closed. In [12] the second author asked...
Throughout this paper a continuum means a compact connected metric space. Let X be a continuum. By C...
AbstractThe notion of unicoherence at a subcontinuum of a metric continuum is defined, and relations...
AbstractWe provide a structural characterization of all continua X whose hyperspace C(X) of all subc...
We construct a metric continuum X such that the hyperspace of sub-continua, C(X), of X is not a cont...
As we shall show in this paper, a compactum can be im bedded in a continuum in such a manner that ce...
Determinar los puntos que agujeran al hiperespacio de subcontinuos de dendroides suaves y compactaci...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...
By a compactum we mean a compact subset of a metric space and by a continuum we mean a connected com...
AbstractWe investigate connected partitions of continua into compacta. In particular, we consider co...
A continuum means comp6lct, connected metric space. A hereditarily unicoherent and arcwise connected...
AbstractFor a continuum X we denote by C(X) the hyperspace of subcontinua of X, metrized by the Haus...
AbstractLet Z be a metric continuum and n be a positive integer. Let Cn(Z) be the hyperspace of the ...
ABSTRACT. Let M be a metric continuum containing a fixed point p. The following conditions are shown...
We introduce the notion of thin continua: a continuum is thin if every nondegenerate subcontinuum ha...
Abstract. Let X be a dendrite whose set of end-points is not closed. In [12] the second author asked...
Throughout this paper a continuum means a compact connected metric space. Let X be a continuum. By C...
AbstractThe notion of unicoherence at a subcontinuum of a metric continuum is defined, and relations...
AbstractWe provide a structural characterization of all continua X whose hyperspace C(X) of all subc...
We construct a metric continuum X such that the hyperspace of sub-continua, C(X), of X is not a cont...
As we shall show in this paper, a compactum can be im bedded in a continuum in such a manner that ce...
Determinar los puntos que agujeran al hiperespacio de subcontinuos de dendroides suaves y compactaci...
A continuum is a compact connected Hausdorff space. A continuum is decomposable if it can be represe...