AbstractThe problem whether a compact space cleavable over the class of pseudo-radial spaces is itself pseudo-radial is considered and a consistent positive solution is given. It is also shown (in ZFC) that a compact space which is cleavable over the class of R-monolithic spaces is R-monolithic
AbstractA space X is called cleavable over the space R of real numbers if for every subset A ⊂ X the...
AbstractThere is a model of set theory in which all compact spaces of weight at most ω2 are pseudora...
∗ The first named author’s research was partially supported by GAUK grant no. 350, partially by the ...
AbstractThe problem whether a compact space cleavable over the class of pseudo-radial spaces is itse...
AbstractThe class of R-monolithic spaces is properly contained in the class of pseudoradial spaces a...
summary:It is proved that, under the Martin's Axiom, every $T_1$-space with countable tightness is a...
summary:It is proved that, under the Martin's Axiom, every $T_1$-space with countable tightness is a...
AbstractSome new results concerning pseudoradial and related spaces are presented. Particular emphas...
summary:It is proved that the product of two pseudo radial compact spaces is pseudo radial provided ...
summary:It is proved that the product of two pseudo radial compact spaces is pseudo radial provided ...
AbstractIt is proved that the product of countably many biradial compact spaces is pseudo-radial as ...
AbstractStrengthening a result of Šapirovskiǐ we prove that if 2ω⩽ω2 then sequential compactness imp...
AbstractThe class of R-monolithic spaces is properly contained in the class of pseudoradial spaces a...
AbstractWe improve some results of Juhász and Szentmiklóssy (1993) and answer the main problem raise...
AbstractWe work around our question of whether compact non-pseudoradial spaces have separable such s...
AbstractA space X is called cleavable over the space R of real numbers if for every subset A ⊂ X the...
AbstractThere is a model of set theory in which all compact spaces of weight at most ω2 are pseudora...
∗ The first named author’s research was partially supported by GAUK grant no. 350, partially by the ...
AbstractThe problem whether a compact space cleavable over the class of pseudo-radial spaces is itse...
AbstractThe class of R-monolithic spaces is properly contained in the class of pseudoradial spaces a...
summary:It is proved that, under the Martin's Axiom, every $T_1$-space with countable tightness is a...
summary:It is proved that, under the Martin's Axiom, every $T_1$-space with countable tightness is a...
AbstractSome new results concerning pseudoradial and related spaces are presented. Particular emphas...
summary:It is proved that the product of two pseudo radial compact spaces is pseudo radial provided ...
summary:It is proved that the product of two pseudo radial compact spaces is pseudo radial provided ...
AbstractIt is proved that the product of countably many biradial compact spaces is pseudo-radial as ...
AbstractStrengthening a result of Šapirovskiǐ we prove that if 2ω⩽ω2 then sequential compactness imp...
AbstractThe class of R-monolithic spaces is properly contained in the class of pseudoradial spaces a...
AbstractWe improve some results of Juhász and Szentmiklóssy (1993) and answer the main problem raise...
AbstractWe work around our question of whether compact non-pseudoradial spaces have separable such s...
AbstractA space X is called cleavable over the space R of real numbers if for every subset A ⊂ X the...
AbstractThere is a model of set theory in which all compact spaces of weight at most ω2 are pseudora...
∗ The first named author’s research was partially supported by GAUK grant no. 350, partially by the ...
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