AbstractIn 1939 M. Wojdysławski showed that a continuum X is locally connected if and only if for each positive integer n, Cn(X) is an absolute retract. Since then, nothing else has been done about these hyperspaces. We present some of the properties of these hyperspaces
We continue our study of n-fold hyperspace suspensions. We show that n-fold hyperspace suspensions o...
AbstractSuppose X is a locally connected continuum without free arcs. It is known that the hyperspac...
Retractions between hyperspaces have been studied by many authors. We study retractions form m-fold ...
AbstractIn 1939 M. Wojdysławski showed that a continuum X is locally connected if and only if for ea...
summary:Let $X$ be a continuum and $n$ a positive integer. Let $C_n(X)$ be the hyperspace of all non...
AbstractIn 1979 Sam B. Nadler Jr, defined the Hyperspace Suspension of a continuum. We study a natur...
AbstractLet C(X) and 2X denote the hyperspaces of subcontinua and of closed subsets of a metric cont...
For a continuum X the hyperspace of nonempty closed subsets of X with at most n components is called...
AbstractLet C(X) denote the hyperspace of subcontinua of a continuum X. For A∈C(X), define the hyper...
AbstractLet X be a continuum, let C(X) be the hyperspace of subcontinua of X. Answering questions by...
Retractions between hyperspaces have been studied by many authors. We study retractions form m-fold ...
For a continuum X the hyperspace of nonempty closed subsets of X with at most n components is called...
We continue our study of n-fold hyperspaces and n-fold hyperspace suspensions. We present more prope...
Let X be a (metric) continuum. Let n be a positive integer, let Cn(X) denote the space of all nonemp...
AbstractIt is proved that if a continuum X contains an Ri-continuum for some iϵ{1,2,3}, then the hyp...
We continue our study of n-fold hyperspace suspensions. We show that n-fold hyperspace suspensions o...
AbstractSuppose X is a locally connected continuum without free arcs. It is known that the hyperspac...
Retractions between hyperspaces have been studied by many authors. We study retractions form m-fold ...
AbstractIn 1939 M. Wojdysławski showed that a continuum X is locally connected if and only if for ea...
summary:Let $X$ be a continuum and $n$ a positive integer. Let $C_n(X)$ be the hyperspace of all non...
AbstractIn 1979 Sam B. Nadler Jr, defined the Hyperspace Suspension of a continuum. We study a natur...
AbstractLet C(X) and 2X denote the hyperspaces of subcontinua and of closed subsets of a metric cont...
For a continuum X the hyperspace of nonempty closed subsets of X with at most n components is called...
AbstractLet C(X) denote the hyperspace of subcontinua of a continuum X. For A∈C(X), define the hyper...
AbstractLet X be a continuum, let C(X) be the hyperspace of subcontinua of X. Answering questions by...
Retractions between hyperspaces have been studied by many authors. We study retractions form m-fold ...
For a continuum X the hyperspace of nonempty closed subsets of X with at most n components is called...
We continue our study of n-fold hyperspaces and n-fold hyperspace suspensions. We present more prope...
Let X be a (metric) continuum. Let n be a positive integer, let Cn(X) denote the space of all nonemp...
AbstractIt is proved that if a continuum X contains an Ri-continuum for some iϵ{1,2,3}, then the hyp...
We continue our study of n-fold hyperspace suspensions. We show that n-fold hyperspace suspensions o...
AbstractSuppose X is a locally connected continuum without free arcs. It is known that the hyperspac...
Retractions between hyperspaces have been studied by many authors. We study retractions form m-fold ...
DOI
Add to ORKG