Add to ORKGAbstract. Generalizations of normality, called (weakly) (function-ally) -normal spaces, are introduced and studied. This leads to decompo-sitions of normality. It turns out that every paracompact space is -normal. Moreover, every Lindelof space as well as every almost compact space is weakly -normal. Preservation of -normality and its variants under map-pings is studied. This in turn strengthens several known results pertaining to normality. 1
[EN] Characterizations of functionally θ-normal spaces including the one that of Urysohn’s type lemm...
summary:$\alpha$-normality and $\beta$-normality are properties generalizing normality of topologica...
summary:$\alpha$-normality and $\beta$-normality are properties generalizing normality of topologica...
Generalizations of normality, called (weakly) (functionally) ∆-normal spaces are introduced and thei...
Abstract. Several generalized notions of normality exist in the literature. In this paper, some vari...
Generalizations of normality, called (weakly) (functionally) θ-normal spaces, are introduced and stu...
summary:The notion of $\beta $-normality was introduced and studied by Arhangel'skii, Ludwig in 2001...
summary:The notion of $\beta $-normality was introduced and studied by Arhangel'skii, Ludwig in 2001...
summary:The notion of $\beta $-normality was introduced and studied by Arhangel'skii, Ludwig in 2001...
Generalizations of normality, called (weakly) (functionally) θ-normal spaces, are introduced and stu...
Abstract. A new class of spaces which contains the class of all normal spaces is defined and its cha...
summary:We define two natural normality type properties, $\alpha$-normality and $\beta$-normality, a...
summary:We define two natural normality type properties, $\alpha$-normality and $\beta$-normality, a...
summary:We define two natural normality type properties, $\alpha$-normality and $\beta$-normality, a...
AbstractA space X is Lindelöf-normal or L-normal if every Lindelöf closed subset of X has arbitraril...
[EN] Characterizations of functionally θ-normal spaces including the one that of Urysohn’s type lemm...
summary:$\alpha$-normality and $\beta$-normality are properties generalizing normality of topologica...
summary:$\alpha$-normality and $\beta$-normality are properties generalizing normality of topologica...
Generalizations of normality, called (weakly) (functionally) ∆-normal spaces are introduced and thei...
Abstract. Several generalized notions of normality exist in the literature. In this paper, some vari...
Generalizations of normality, called (weakly) (functionally) θ-normal spaces, are introduced and stu...
summary:The notion of $\beta $-normality was introduced and studied by Arhangel'skii, Ludwig in 2001...
summary:The notion of $\beta $-normality was introduced and studied by Arhangel'skii, Ludwig in 2001...
summary:The notion of $\beta $-normality was introduced and studied by Arhangel'skii, Ludwig in 2001...
Generalizations of normality, called (weakly) (functionally) θ-normal spaces, are introduced and stu...
Abstract. A new class of spaces which contains the class of all normal spaces is defined and its cha...
summary:We define two natural normality type properties, $\alpha$-normality and $\beta$-normality, a...
summary:We define two natural normality type properties, $\alpha$-normality and $\beta$-normality, a...
summary:We define two natural normality type properties, $\alpha$-normality and $\beta$-normality, a...
AbstractA space X is Lindelöf-normal or L-normal if every Lindelöf closed subset of X has arbitraril...
[EN] Characterizations of functionally θ-normal spaces including the one that of Urysohn’s type lemm...
summary:$\alpha$-normality and $\beta$-normality are properties generalizing normality of topologica...
summary:$\alpha$-normality and $\beta$-normality are properties generalizing normality of topologica...