Three countable connected spaces

V. Tzannes

Displaying similar documents to “Three countable connected spaces”

Two countable Hausdorff almost regular spaces every continuous map of which into every Urysohn space is constant.

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On countable connected Hausdorff spaces in which the intersection of every pair of connected subsets is connected.

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On countable locally connected spaces

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For a given space X let C(X) be the family of all compact subsets of X. A space X is dominated by a space M if X has an M-ordered compact cover, this means that there exists a family F = FK : K ∈ C(M) ⊂ C(X) such that ∪ F = X and K ⊂ L implies that FK ⊂ FL for any K;L ∈ C(M). A space X is strongly dominated by a space M if there exists an M-ordered compact cover F such that for any compact K ⊂ X there is F ∈ F such that K ⊂ F . Let K(X) D C(X){Øbe the set of all nonempty compact subsets...

A note on countable connected locally connected Urysohn almost regular spaces

V. Tzannes (1991)

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A note on countable dense homogeneity

Ben Fitzpatrick (1972)

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