AbstractFans having the property of Kelley are characterized as the limits of inverse sequences of finite fans with confluent bonding mappings and as smooth fans for which the set of their end-points together with the top is closed. Also a characterization is obtained of smooth fans with the set of end-points closed as the limits of inverse sequences of finite fans with open bonding mappings
Structural characterizations are obtained of images of the Cantor fan (i.e., the cone over the Canto...
Structural characterizations are obtained of images of the Cantor fan (i.e., the cone over the Canto...
AbstractLet f:G→G be a strictly piecewise monotone continuous map on a finite graph G. By investigat...
Fans having the property of Kelley are characterized as the limits of inverse sequences of finite fa...
AbstractFans having the property of Kelley are characterized as the limits of inverse sequences of f...
Abstract. In 1984, M. M. Marsh gave conditions under which the inverse limit of an inverse sequence ...
Abstract. It is proven that a smooth fan with a dense set of end-points is unique. Some other charac...
Abstract. It is proven that a smooth fan with a dense set of end-points is unique. Some other charac...
We will show conditions under which the inverse limit of Kelley continua is a Kelley continuum. Than...
In 1984, M. M. Marsh gave conditions under which the inverse limit of an inverse sequence of fans ha...
summary:Properties similar to countable fan-tightness are introduced and compared to countable tight...
Structural characterizations are obtained of images of the Cantor fan (i.e., the cone over the Canto...
It is proven that a smooth fan with a dense set of end-points is unique. Some other characterization...
Let X be a smooth fan and denote its set of endpoints by E(X). Let E be one of the following spaces:...
It is proved that a dendroid is smooth if and only if it can be represented as Ihe inverse limit of ...
Structural characterizations are obtained of images of the Cantor fan (i.e., the cone over the Canto...
Structural characterizations are obtained of images of the Cantor fan (i.e., the cone over the Canto...
AbstractLet f:G→G be a strictly piecewise monotone continuous map on a finite graph G. By investigat...
Fans having the property of Kelley are characterized as the limits of inverse sequences of finite fa...
AbstractFans having the property of Kelley are characterized as the limits of inverse sequences of f...
Abstract. In 1984, M. M. Marsh gave conditions under which the inverse limit of an inverse sequence ...
Abstract. It is proven that a smooth fan with a dense set of end-points is unique. Some other charac...
Abstract. It is proven that a smooth fan with a dense set of end-points is unique. Some other charac...
We will show conditions under which the inverse limit of Kelley continua is a Kelley continuum. Than...
In 1984, M. M. Marsh gave conditions under which the inverse limit of an inverse sequence of fans ha...
summary:Properties similar to countable fan-tightness are introduced and compared to countable tight...
Structural characterizations are obtained of images of the Cantor fan (i.e., the cone over the Canto...
It is proven that a smooth fan with a dense set of end-points is unique. Some other characterization...
Let X be a smooth fan and denote its set of endpoints by E(X). Let E be one of the following spaces:...
It is proved that a dendroid is smooth if and only if it can be represented as Ihe inverse limit of ...
Structural characterizations are obtained of images of the Cantor fan (i.e., the cone over the Canto...
Structural characterizations are obtained of images of the Cantor fan (i.e., the cone over the Canto...
AbstractLet f:G→G be a strictly piecewise monotone continuous map on a finite graph G. By investigat...
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