Add to ORKGsummary: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
summary:We prove a dichotomy theorem for remainders in compactifications of homogeneous spaces: give...
We prove that every homogeneous countable dense homogeneous topological space containing a copy of t...
I. Ralph Bennett, in [ 1], introduced the study of countable dense homogeneity. A separable topologi...
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...
A homogeneous space of point-countable but not of countable type Désirée Basile, Jan van Mill Abst...
A homogeneous space of point-countable but not of countable type Désirée Basile, Jan van Mill Abst...
AbstractThe notion of a Moscow space [A.V. Arhangel'skii, Comment. Math. Univ. Carolinae 24 (1983) 1...
Finite and countable topological spaces are investigated which are homogeneous, homogeneous with res...
AbstractWe show that under the continuum hypothesis there is a compact zero-dimensional space which ...
AbstractThe notion of a Moscow space [A.V. Arhangel'skii, Comment. Math. Univ. Carolinae 24 (1983) 1...
AbstractAdapting an earlier example by J. van Mill, we prove that there exists a zero-dimensional co...
AbstractBuilding on work of Terada, we prove that h-homogeneity is productive in the class of zero-d...
AbstractWithin the class of Tychonoff spaces, and within the class of topological groups, most of th...
summary:We prove a dichotomy theorem for remainders in compactifications of homogeneous spaces: give...
summary:We prove a dichotomy theorem for remainders in compactifications of homogeneous spaces: give...
We prove that every homogeneous countable dense homogeneous topological space containing a copy of t...
I. Ralph Bennett, in [ 1], introduced the study of countable dense homogeneity. A separable topologi...
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...
A homogeneous space of point-countable but not of countable type Désirée Basile, Jan van Mill Abst...
A homogeneous space of point-countable but not of countable type Désirée Basile, Jan van Mill Abst...
AbstractThe notion of a Moscow space [A.V. Arhangel'skii, Comment. Math. Univ. Carolinae 24 (1983) 1...
Finite and countable topological spaces are investigated which are homogeneous, homogeneous with res...
AbstractWe show that under the continuum hypothesis there is a compact zero-dimensional space which ...
AbstractThe notion of a Moscow space [A.V. Arhangel'skii, Comment. Math. Univ. Carolinae 24 (1983) 1...
AbstractAdapting an earlier example by J. van Mill, we prove that there exists a zero-dimensional co...
AbstractBuilding on work of Terada, we prove that h-homogeneity is productive in the class of zero-d...
AbstractWithin the class of Tychonoff spaces, and within the class of topological groups, most of th...
summary:We prove a dichotomy theorem for remainders in compactifications of homogeneous spaces: give...
summary:We prove a dichotomy theorem for remainders in compactifications of homogeneous spaces: give...
We prove that every homogeneous countable dense homogeneous topological space containing a copy of t...
I. Ralph Bennett, in [ 1], introduced the study of countable dense homogeneity. A separable topologi...