AbstractThe author has classified atriodic, homogeneous, one-dimensional continua that contain arcs— they are precisely the solenoids. This paper begins the study of homogeneous, one-dimensional continua that contain an arc and a triod
Let C(X) be the hyperspace of all subcontinua of a (metric) continuum X. It is known that C(X) is ho...
AbstractA continuum M is almost arcwise connected if each pair of nonempty open subsets of M can be ...
AbstractA curve is k-junctioned if and only if it is the inverse limit of graphs each of which has a...
AbstractThe author has classified atriodic, homogeneous, one-dimensional continua that contain arcs—...
AbstractHagopian has characterized solenoids as nondegenerate homogeneous continua such that each of...
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 (...
Recently Ungar has employed a theorem due to Effros [3] in the study of homogeneous continua. It is ...
ABSTRACT. A space is homogeneous if for each pair p, q of its points there exists a homeomorphism of...
AbstractHagopian has characterized solenoids as nondegenerate homogeneous continua such that each of...
AbstractThe study of homogeneous continua has been the most active area of continua theory in the 19...
ous circle-like continuum other than a solenoid contain a pseudo-arc? " The primary purpose of ...
ous circle-like continuum other than a solenoid contain a pseudo-arc? " The primary purpose of ...
AbstractIn 1960 R.H. Bing [2] proved that every homogeneous plane continuum that contains an arc is ...
AbstractWe show that locally connected,simply connected homogeneous continua are not separated by ar...
Let C(X) be the hyperspace of all subcontinua of a (metric) continuum X. It is known that C(X) is ho...
AbstractA continuum M is almost arcwise connected if each pair of nonempty open subsets of M can be ...
AbstractA curve is k-junctioned if and only if it is the inverse limit of graphs each of which has a...
AbstractThe author has classified atriodic, homogeneous, one-dimensional continua that contain arcs—...
AbstractHagopian has characterized solenoids as nondegenerate homogeneous continua such that each of...
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 (...
Recently Ungar has employed a theorem due to Effros [3] in the study of homogeneous continua. It is ...
ABSTRACT. A space is homogeneous if for each pair p, q of its points there exists a homeomorphism of...
AbstractHagopian has characterized solenoids as nondegenerate homogeneous continua such that each of...
AbstractThe study of homogeneous continua has been the most active area of continua theory in the 19...
ous circle-like continuum other than a solenoid contain a pseudo-arc? " The primary purpose of ...
ous circle-like continuum other than a solenoid contain a pseudo-arc? " The primary purpose of ...
AbstractIn 1960 R.H. Bing [2] proved that every homogeneous plane continuum that contains an arc is ...
AbstractWe show that locally connected,simply connected homogeneous continua are not separated by ar...
Let C(X) be the hyperspace of all subcontinua of a (metric) continuum X. It is known that C(X) is ho...
AbstractA continuum M is almost arcwise connected if each pair of nonempty open subsets of M can be ...
AbstractA curve is k-junctioned if and only if it is the inverse limit of graphs each of which has a...
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