AbstractHomogeneous arcwise connected metric continua are shown to, in effect, be arcwise connected by arcs of bounded length. Specifically, for any positive ε, there is a natural number n such that every two points can be joined by an arc which is the union of n subarcs of diameter less than ε
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
A continuum is cyclicly connected provided each pair of its points lie together on some simple close...
A continuum is cyclicly connected provided each pair of its points lie together on some simple close...
AbstractHomogeneous arcwise connected metric continua are shown to, in effect, be arcwise connected ...
AbstractDavid Bellamy defined the concept of connectedness by uniformly short paths and asked wether...
AbstractDavid Bellamy defined the concept of connectedness by uniformly short paths and asked wether...
AbstractWe show that locally connected,simply connected homogeneous continua are not separated by ar...
Abstract In this paper we give, in response to a question of Espinoza, Gartside and Mamatelashvili, ...
AbstractDavid P. Bellamy and Lewis Lum defined the set function R to study arcwise connected homogen...
It is the purpose of this paper to prove two theorems about arcs in metric spaces which were announc...
AbstractHagopian has characterized solenoids as nondegenerate homogeneous continua such that each of...
ABSTRACT. A continuum is said to be continuum chainable provided that, for each pair x,y of points a...
AbstractA continuum M is almost arcwise connected if each pair of nonempty open subsets of M can be ...
AbstractIt is proved that the property of being a uniformly pathwise connected continuum is a Whitne...
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
A continuum is cyclicly connected provided each pair of its points lie together on some simple close...
A continuum is cyclicly connected provided each pair of its points lie together on some simple close...
AbstractHomogeneous arcwise connected metric continua are shown to, in effect, be arcwise connected ...
AbstractDavid Bellamy defined the concept of connectedness by uniformly short paths and asked wether...
AbstractDavid Bellamy defined the concept of connectedness by uniformly short paths and asked wether...
AbstractWe show that locally connected,simply connected homogeneous continua are not separated by ar...
Abstract In this paper we give, in response to a question of Espinoza, Gartside and Mamatelashvili, ...
AbstractDavid P. Bellamy and Lewis Lum defined the set function R to study arcwise connected homogen...
It is the purpose of this paper to prove two theorems about arcs in metric spaces which were announc...
AbstractHagopian has characterized solenoids as nondegenerate homogeneous continua such that each of...
ABSTRACT. A continuum is said to be continuum chainable provided that, for each pair x,y of points a...
AbstractA continuum M is almost arcwise connected if each pair of nonempty open subsets of M can be ...
AbstractIt is proved that the property of being a uniformly pathwise connected continuum is a Whitne...
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
Suppose S is a topological space. If, for each two points a and b of S, there is a homeomorphism of ...
A continuum is cyclicly connected provided each pair of its points lie together on some simple close...
A continuum is cyclicly connected provided each pair of its points lie together on some simple close...
DOI
Add to ORKG