Add to ORKGA homogeneous space of point-countable but not of countable type Désirée Basile, Jan van Mill Abstract. We construct an example of a homogeneous space which is of point-countable but not of countable type. This shows that a result of Pasynkov cannot be generalized from topological groups to homogeneous spaces
In recent years a theorem now known as Effros's theorem has proven to be a very valuable tool t...
In recent years a theorem now known as Effros's theorem has proven to be a very valuable tool t...
AbstractWithin the class of Tychonoff spaces, and within the class of topological groups, most of th...
A homogeneous space of point-countable but not of countable type Désirée Basile, Jan van Mill Abst...
summary:We construct an example of a homogeneous space which is of point-countable but not of counta...
summary:We construct an example of a homogeneous space which is of point-countable but not of counta...
summary:We construct an example of a homogeneous space which is of point-countable but not of counta...
AbstractThe notion of a Moscow space [A.V. Arhangel'skii, Comment. Math. Univ. Carolinae 24 (1983) 1...
Abstract. Several large classes of homogeneous spaces are known to be formal—in the sense of Rationa...
It is a longstanding conjecture that given a subset $E$ of a metric space, if $E$ has finite Hausdor...
AbstractThe notion of a Moscow space [A.V. Arhangel'skii, Comment. Math. Univ. Carolinae 24 (1983) 1...
Abstract. Let A denote the Alexandroff-Urysohn double arrow space. We prove the following results: (...
Abstract. In this paper we consider the point character of metric spaces. This parameter which is a ...
Cell structures were introduced by W. Debski and E. Tymchatyn as a way to study some classes of topo...
We prove that every homogeneous countable dense homogeneous topological space containing a copy of t...
In recent years a theorem now known as Effros's theorem has proven to be a very valuable tool t...
In recent years a theorem now known as Effros's theorem has proven to be a very valuable tool t...
AbstractWithin the class of Tychonoff spaces, and within the class of topological groups, most of th...
A homogeneous space of point-countable but not of countable type Désirée Basile, Jan van Mill Abst...
summary:We construct an example of a homogeneous space which is of point-countable but not of counta...
summary:We construct an example of a homogeneous space which is of point-countable but not of counta...
summary:We construct an example of a homogeneous space which is of point-countable but not of counta...
AbstractThe notion of a Moscow space [A.V. Arhangel'skii, Comment. Math. Univ. Carolinae 24 (1983) 1...
Abstract. Several large classes of homogeneous spaces are known to be formal—in the sense of Rationa...
It is a longstanding conjecture that given a subset $E$ of a metric space, if $E$ has finite Hausdor...
AbstractThe notion of a Moscow space [A.V. Arhangel'skii, Comment. Math. Univ. Carolinae 24 (1983) 1...
Abstract. Let A denote the Alexandroff-Urysohn double arrow space. We prove the following results: (...
Abstract. In this paper we consider the point character of metric spaces. This parameter which is a ...
Cell structures were introduced by W. Debski and E. Tymchatyn as a way to study some classes of topo...
We prove that every homogeneous countable dense homogeneous topological space containing a copy of t...
In recent years a theorem now known as Effros's theorem has proven to be a very valuable tool t...
In recent years a theorem now known as Effros's theorem has proven to be a very valuable tool t...
AbstractWithin the class of Tychonoff spaces, and within the class of topological groups, most of th...