We generalize the property of Kelley for continua to the non-metric case. Basic properties that are true in metric case are shown to be true in general. An example is constructed showing that, unlike for metric continua, the homogeneity does not imply the property of Kelley
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
We study Hausdorff continua with the property of Kelley. We present Hausdorff version of several res...
Some open problems in metric continuum theory are discussed. They concern 1) generalized homogeneity...
AbstractWe generalize the property of Kelley for continua to the non-metric case. Basic properties t...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
AbstractWe generalize the property of Kelley for continua to the non-metric case. Basic properties t...
ABSTRACT. In [5], J. J. Charatonik has the following question: Does homogeneity with respect to the ...
ABSTRACT. The principal results of this paper are the following theorems. If X is a homogeneous cont...
Abstract. A continuum X having the property of Kelley is constructed such that neither X × [0, 1], n...
Abstract. A continuum X having the property of Kelley is constructed such that neither X[0; 1], nor ...
The property of Kelley for confluent retractable continua is studied. It is shown that a confluent r...
The property of Kelley for confluent retractable continua is studied. It is shown that a confluent r...
Abstract. We prove that every homogeneous continuum is an open retract of a non-metric homogeneous i...
AbstractThe property of Kelley for confluent retractable continua is studied. It is shown that a con...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
We study Hausdorff continua with the property of Kelley. We present Hausdorff version of several res...
Some open problems in metric continuum theory are discussed. They concern 1) generalized homogeneity...
AbstractWe generalize the property of Kelley for continua to the non-metric case. Basic properties t...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
We generalize the property of Kelley for continua to the non-metric case. Basic properties that are ...
AbstractWe generalize the property of Kelley for continua to the non-metric case. Basic properties t...
ABSTRACT. In [5], J. J. Charatonik has the following question: Does homogeneity with respect to the ...
ABSTRACT. The principal results of this paper are the following theorems. If X is a homogeneous cont...
Abstract. A continuum X having the property of Kelley is constructed such that neither X × [0, 1], n...
Abstract. A continuum X having the property of Kelley is constructed such that neither X[0; 1], nor ...
The property of Kelley for confluent retractable continua is studied. It is shown that a confluent r...
The property of Kelley for confluent retractable continua is studied. It is shown that a confluent r...
Abstract. We prove that every homogeneous continuum is an open retract of a non-metric homogeneous i...
AbstractThe property of Kelley for confluent retractable continua is studied. It is shown that a con...
summary:A metric continuum $X$ is said to be continuously homogeneous provided that for every two po...
We study Hausdorff continua with the property of Kelley. We present Hausdorff version of several res...
Some open problems in metric continuum theory are discussed. They concern 1) generalized homogeneity...
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