We show that there is a Polish space which is countable dense homogeneous but contains a dense open rigid connected subset. This answers several questions of Fitzpatrick and Zhou. © Instytut Matematyczny PAN, 2008
dense homogeneous spaces. The study was continued by B. Fitzpatrick [3], P. Fletcher and R.A. Mc Coy...
We prove that not every homogeneous Polish space is the product of one of its quasi-components and a...
We prove that every nonmeager connected Countable Dense Homogeneous space is locally connected under...
We show that there is a Polish space which is countable dense homogeneous but contains a dense open ...
A countable dense homogeneous space with a dense rigid open subspace by Jan van Mill (Amsterdam) Abs...
We prove that if a space X is countable dense homogeneous and no set of size n - 1 separates it, the...
We construct a completely regular space which is connected, locally connected and countable dense ho...
We construct a homogeneous subspace of 2ω whose complement is dense in 2ω and rigid. Using the same ...
AbstractConditions are given that ensure that certain open subsets of countable dense homogeneous sp...
Dimension Theory, page 44) that the Euclidean-space En enjoys the property that if A and B are count...
Abstract. It is shown that if a polish topological group acts transitively on a locally compact poli...
AbstractConditions are given that ensure that certain open subsets of countable dense homogeneous sp...
We investigate which definable separable metric spaces are count-able dense homogeneous (CDH). We pr...
Abstract. We show that all sufficiently nice λ-sets are countable dense homogeneous (CDH). From this...
Abstract. Let A denote the Alexandroff-Urysohn double arrow space. We prove the following results: (...
dense homogeneous spaces. The study was continued by B. Fitzpatrick [3], P. Fletcher and R.A. Mc Coy...
We prove that not every homogeneous Polish space is the product of one of its quasi-components and a...
We prove that every nonmeager connected Countable Dense Homogeneous space is locally connected under...
We show that there is a Polish space which is countable dense homogeneous but contains a dense open ...
A countable dense homogeneous space with a dense rigid open subspace by Jan van Mill (Amsterdam) Abs...
We prove that if a space X is countable dense homogeneous and no set of size n - 1 separates it, the...
We construct a completely regular space which is connected, locally connected and countable dense ho...
We construct a homogeneous subspace of 2ω whose complement is dense in 2ω and rigid. Using the same ...
AbstractConditions are given that ensure that certain open subsets of countable dense homogeneous sp...
Dimension Theory, page 44) that the Euclidean-space En enjoys the property that if A and B are count...
Abstract. It is shown that if a polish topological group acts transitively on a locally compact poli...
AbstractConditions are given that ensure that certain open subsets of countable dense homogeneous sp...
We investigate which definable separable metric spaces are count-able dense homogeneous (CDH). We pr...
Abstract. We show that all sufficiently nice λ-sets are countable dense homogeneous (CDH). From this...
Abstract. Let A denote the Alexandroff-Urysohn double arrow space. We prove the following results: (...
dense homogeneous spaces. The study was continued by B. Fitzpatrick [3], P. Fletcher and R.A. Mc Coy...
We prove that not every homogeneous Polish space is the product of one of its quasi-components and a...
We prove that every nonmeager connected Countable Dense Homogeneous space is locally connected under...
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