AbstractA curve is k-junctioned if and only if it is the inverse limit of graphs each of which has at most k branchpoints. In this paper, it is proved that a homogeneous k-junctioned curve must be a pseudo-arc, a solenoid, or a solenoid of pseudo-arcs
Abstr•.ct. P•ecently J. Nikiel showed that if a continuum X is home-oreorphic to the inverse limit o...
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...
AbstractA curve is k-junctioned if and only if it is the inverse limit of graphs each of which has a...
The search for homogeneous, circle-like continua progresses. There are three known homogeneous plane...
Recently, the second author [19] constructed an uncountable collection of solenoids of pseudo-arcs (...
This paper is largely an outgrowth of work done in [6], and the main theorem in this paper depends h...
AbstractThe author has classified atriodic, homogeneous, one-dimensional continua that contain arcs—...
AbstractThe study of homogeneous continua has been the most active area of continua theory in the 19...
Abstract. Given a homogeneous compactum X, a general method of constructing homogeneous compacta as ...
ous circle-like continuum other than a solenoid contain a pseudo-arc? " The primary purpose of ...
AbstractUsing nonblockers in hyperspaces (Illanes and Krupski (2011) [3]), we characterize some clas...
ous circle-like continuum other than a solenoid contain a pseudo-arc? " The primary purpose of ...
ABSTRACT. Let X be an hereditarily indecomposable continuum with a continuous decomposition G into p...
AbstractHagopian has characterized solenoids as nondegenerate homogeneous continua such that each of...
Abstr•.ct. P•ecently J. Nikiel showed that if a continuum X is home-oreorphic to the inverse limit o...
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...
AbstractA curve is k-junctioned if and only if it is the inverse limit of graphs each of which has a...
The search for homogeneous, circle-like continua progresses. There are three known homogeneous plane...
Recently, the second author [19] constructed an uncountable collection of solenoids of pseudo-arcs (...
This paper is largely an outgrowth of work done in [6], and the main theorem in this paper depends h...
AbstractThe author has classified atriodic, homogeneous, one-dimensional continua that contain arcs—...
AbstractThe study of homogeneous continua has been the most active area of continua theory in the 19...
Abstract. Given a homogeneous compactum X, a general method of constructing homogeneous compacta as ...
ous circle-like continuum other than a solenoid contain a pseudo-arc? " The primary purpose of ...
AbstractUsing nonblockers in hyperspaces (Illanes and Krupski (2011) [3]), we characterize some clas...
ous circle-like continuum other than a solenoid contain a pseudo-arc? " The primary purpose of ...
ABSTRACT. Let X be an hereditarily indecomposable continuum with a continuous decomposition G into p...
AbstractHagopian has characterized solenoids as nondegenerate homogeneous continua such that each of...
Abstr•.ct. P•ecently J. Nikiel showed that if a continuum X is home-oreorphic to the inverse limit o...
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...
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