Add to ORKGWe prove that *-smoothness of a homogeneous continuum implies its indecomposability. We define the analogue of *-smoothness for n-fold hyperspaces and investigate its relation to *-smoothness. We characterize the class of hereditarily indecomposable continua in terms of n*-smoothness
Let C(X) be the hyperspace of all subcontinua of a (metric) continuum X. It is known that C(X) is ho...
Given a metric continuum X, we consider the hyperspace Cn(X) of all nonempty closed subsets of X wit...
AbstractWe study continuously irreducible continua and characterize them as those continua of type λ...
Abstract. We prove that C{smoothness of a homogeneous con-tinuum implies its indecomposability. We d...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
We continue our study of n-fold hyperspaces and n-fold hyperspace suspensions. We present more prope...
AbstractIn 1979 Sam B. Nadler Jr, defined the Hyperspace Suspension of a continuum. We study a natur...
AbstractWe answer in the negative the conjecture of Sam B. Nadler Jr and David P. Bellamy which says...
AbstractLet X be a metric continua. Let Cn(X) be the hyperspace of nonempty closed subsets of X with...
AbstractLet X be a metric continuum and 2x (C(X)) denote the hyperspace of closed subsets (subcontin...
Let X be a (metric) continuum. Let n be a positive integer, let Cn(X) denote the space of all nonemp...
We continue our study of n-fold hyperspace suspensions. We show that n-fold hyperspace suspensions o...
AbstractIn 1939 M. Wojdysławski showed that a continuum X is locally connected if and only if for ea...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
Let C(X) be the hyperspace of all subcontinua of a (metric) continuum X. It is known that C(X) is ho...
Given a metric continuum X, we consider the hyperspace Cn(X) of all nonempty closed subsets of X wit...
AbstractWe study continuously irreducible continua and characterize them as those continua of type λ...
Abstract. We prove that C{smoothness of a homogeneous con-tinuum implies its indecomposability. We d...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
We continue our study of n-fold hyperspaces and n-fold hyperspace suspensions. We present more prope...
AbstractIn 1979 Sam B. Nadler Jr, defined the Hyperspace Suspension of a continuum. We study a natur...
AbstractWe answer in the negative the conjecture of Sam B. Nadler Jr and David P. Bellamy which says...
AbstractLet X be a metric continua. Let Cn(X) be the hyperspace of nonempty closed subsets of X with...
AbstractLet X be a metric continuum and 2x (C(X)) denote the hyperspace of closed subsets (subcontin...
Let X be a (metric) continuum. Let n be a positive integer, let Cn(X) denote the space of all nonemp...
We continue our study of n-fold hyperspace suspensions. We show that n-fold hyperspace suspensions o...
AbstractIn 1939 M. Wojdysławski showed that a continuum X is locally connected if and only if for ea...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
Let C(X) be the hyperspace of all subcontinua of a (metric) continuum X. It is known that C(X) is ho...
Given a metric continuum X, we consider the hyperspace Cn(X) of all nonempty closed subsets of X wit...
AbstractWe study continuously irreducible continua and characterize them as those continua of type λ...