AbstractApplying the continuum hypothesis, we construct a hereditarily separable and hereditarily normal topological group which is not Lindelöf
AbstractThe reduced measure algebra is used to construct, under CH, a hereditarily Lindelöf separabl...
AbstractWe continue from “part I” our address of the following situation. For a Tychonoff space Y, t...
AbstractWe show that there is a collection of first-countable spaces such that every countable produ...
AbstractApplying the continuum hypothesis, we construct a hereditarily separable and hereditarily no...
AbstractHajnal and Juhász proved that under CH there is a hereditarily separable, hereditarily norma...
Hajnal and Juhasz proved that under CH there is a hereditarily separable, hereditarily normal topolo...
AbstractWe prove that Cp(X) × Cp(X) is perfectly normal iff for any natural n ⩾ 1 all closed subspac...
AbstractLet X be a complete-metrizable, separable ANR. The following two facts are shown: (a) if X a...
n the paper it is proved that if set theory ZFC is consistent then so is the following ZFC + Martin\...
summary:It is known that every remainder of a topological group is Lindelöf or pseudocompact. Motiva...
The Banach-Mazur separable quotient problem asks whether every infinite-dimensional Banach space B h...
AbstractMain Theorem. The free abelian topological group over a Tychonoff1 space contains as a close...
The Separable Quotient Problem of Banach and Mazur asks if every infinite-dimensional Banach space h...
By a manifold we mean a Hausdorff locally Euclidean space. The purpose of this paper is to prove: TH...
AbstractThe class of spaces such that their product with every Lindelöf space is Lindelöf is not wel...
AbstractThe reduced measure algebra is used to construct, under CH, a hereditarily Lindelöf separabl...
AbstractWe continue from “part I” our address of the following situation. For a Tychonoff space Y, t...
AbstractWe show that there is a collection of first-countable spaces such that every countable produ...
AbstractApplying the continuum hypothesis, we construct a hereditarily separable and hereditarily no...
AbstractHajnal and Juhász proved that under CH there is a hereditarily separable, hereditarily norma...
Hajnal and Juhasz proved that under CH there is a hereditarily separable, hereditarily normal topolo...
AbstractWe prove that Cp(X) × Cp(X) is perfectly normal iff for any natural n ⩾ 1 all closed subspac...
AbstractLet X be a complete-metrizable, separable ANR. The following two facts are shown: (a) if X a...
n the paper it is proved that if set theory ZFC is consistent then so is the following ZFC + Martin\...
summary:It is known that every remainder of a topological group is Lindelöf or pseudocompact. Motiva...
The Banach-Mazur separable quotient problem asks whether every infinite-dimensional Banach space B h...
AbstractMain Theorem. The free abelian topological group over a Tychonoff1 space contains as a close...
The Separable Quotient Problem of Banach and Mazur asks if every infinite-dimensional Banach space h...
By a manifold we mean a Hausdorff locally Euclidean space. The purpose of this paper is to prove: TH...
AbstractThe class of spaces such that their product with every Lindelöf space is Lindelöf is not wel...
AbstractThe reduced measure algebra is used to construct, under CH, a hereditarily Lindelöf separabl...
AbstractWe continue from “part I” our address of the following situation. For a Tychonoff space Y, t...
AbstractWe show that there is a collection of first-countable spaces such that every countable produ...
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