Add to ORKGWe show some properties that imply D. Some of such properties involve preservation of separations axioms over products, some other are about subspaces of a compact space. We also define a stronger condition than D. Its definition is motivated by several proofs that certain spaces are D. We show that such property implies Lindelöfness
summary:It is shown that every strong $\Sigma$ space is a $D$-space. In particular, it follows that ...
AbstractWe use U-sticky sets to show that box products of scattered spaces of height 1 are D-spaces ...
summary:It is shown that every strong $\Sigma$ space is a $D$-space. In particular, it follows that ...
AbstractWe show that if X is a regular D¯-scattered space and X is the union of a finite collection ...
The object of this paper is to study when a function space is d-separable, i.e., has a dense σ-d...
Abstract. We introduce notions of nearly good relations and N-sticky modulo a relation as tools for ...
AbstractWe introduce notions of nearly good relations and N-sticky modulo a relation as tools for pr...
AbstractWe study the D-space property and its generalizations, the notions of an aD-space and a weak...
AbstractIt is shown that the space Cp(τω) is a D-space for any ordinal number τ, where τω={α⩽τ:cf(α)...
We show that the product of a subparacompact C-scattered space and a Lindelöf D-space is D. In addit...
We show that the product of a subparacompact C-scattered space and a Lindelöf D-space is D. In addit...
AbstractWe show that the product of a subparacompact C-scattered space and a Lindelöf D-space is D. ...
AbstractWe show in a direct way that a space is D if it is a finite union of subparacompact scattere...
A space X has the property (wa) (or is a space with the property (wa)) if for every open cover U of ...
Abstract. A space X has the property (wa) (or is a space with the property (wa)) if for every open c...
summary:It is shown that every strong $\Sigma$ space is a $D$-space. In particular, it follows that ...
AbstractWe use U-sticky sets to show that box products of scattered spaces of height 1 are D-spaces ...
summary:It is shown that every strong $\Sigma$ space is a $D$-space. In particular, it follows that ...
AbstractWe show that if X is a regular D¯-scattered space and X is the union of a finite collection ...
The object of this paper is to study when a function space is d-separable, i.e., has a dense σ-d...
Abstract. We introduce notions of nearly good relations and N-sticky modulo a relation as tools for ...
AbstractWe introduce notions of nearly good relations and N-sticky modulo a relation as tools for pr...
AbstractWe study the D-space property and its generalizations, the notions of an aD-space and a weak...
AbstractIt is shown that the space Cp(τω) is a D-space for any ordinal number τ, where τω={α⩽τ:cf(α)...
We show that the product of a subparacompact C-scattered space and a Lindelöf D-space is D. In addit...
We show that the product of a subparacompact C-scattered space and a Lindelöf D-space is D. In addit...
AbstractWe show that the product of a subparacompact C-scattered space and a Lindelöf D-space is D. ...
AbstractWe show in a direct way that a space is D if it is a finite union of subparacompact scattere...
A space X has the property (wa) (or is a space with the property (wa)) if for every open cover U of ...
Abstract. A space X has the property (wa) (or is a space with the property (wa)) if for every open c...
summary:It is shown that every strong $\Sigma$ space is a $D$-space. In particular, it follows that ...
AbstractWe use U-sticky sets to show that box products of scattered spaces of height 1 are D-spaces ...
summary:It is shown that every strong $\Sigma$ space is a $D$-space. In particular, it follows that ...