Add to ORKGIn this paper, by means of the essential derived operator, the classes of topological spaces whose T0 identification spaces are TDD, TF, TY or TL are characterized. This classes are related with the classes of essentially-T1-spaces (R0 spaces), essentially-TD-spaces and essentially-TUD-spaces, already known. In this way, we introduce several axioms more general than the axioms between T1 and T0 defined by Aull and Thron, all of them weaker than R0
For a given class X of T0 spaces the existence of a subclass C, having the same properties that the ...
AbstractWe prove that almost every finite linear space has a trivial automorphism group and that alm...
In this paper, we study some separation axioms namely, rw-To-space,rw-T1 -space and rw-T2-space and ...
The aim of this paper is to study the characterizations of TS- spaces in general topology
AbstractIn [8] and [9] Moisil has introduced the resemblance relations. Following [9] we associate t...
In this paper, various known generalizations of the usual T-0-axiom of topology to topological categ...
In this note a T1 formal space (T1 set generated locale) is a formal space whose points are closed a...
This paper is concerned with a study of certain generalizations to arbitrary topological categories ...
Abstract. It is well known [Hoc69, Joy71] that profinite T0-spaces are exactly the spectral spaces. ...
AbstractWe prove that if X and Y are t-equivalent spaces (that is, if Cp(X) and Cp(Y) are homeomorph...
The purpose of the present paper is to highlight some characterizations of -T1/2 spaces. By using a...
A topological space is TUD if the derived set of each point is the union of disjoint closed sets. We...
In this paper we study topological spaces whose F-re ections are resolv- able. In particular, the re...
We show that the study of topological T0-spaces with a finite number of points agrees essentially wi...
AbstractWe show that the following classes of topological spaces coincide: (1) stratifiable μ-spaces...
For a given class X of T0 spaces the existence of a subclass C, having the same properties that the ...
AbstractWe prove that almost every finite linear space has a trivial automorphism group and that alm...
In this paper, we study some separation axioms namely, rw-To-space,rw-T1 -space and rw-T2-space and ...
The aim of this paper is to study the characterizations of TS- spaces in general topology
AbstractIn [8] and [9] Moisil has introduced the resemblance relations. Following [9] we associate t...
In this paper, various known generalizations of the usual T-0-axiom of topology to topological categ...
In this note a T1 formal space (T1 set generated locale) is a formal space whose points are closed a...
This paper is concerned with a study of certain generalizations to arbitrary topological categories ...
Abstract. It is well known [Hoc69, Joy71] that profinite T0-spaces are exactly the spectral spaces. ...
AbstractWe prove that if X and Y are t-equivalent spaces (that is, if Cp(X) and Cp(Y) are homeomorph...
The purpose of the present paper is to highlight some characterizations of -T1/2 spaces. By using a...
A topological space is TUD if the derived set of each point is the union of disjoint closed sets. We...
In this paper we study topological spaces whose F-re ections are resolv- able. In particular, the re...
We show that the study of topological T0-spaces with a finite number of points agrees essentially wi...
AbstractWe show that the following classes of topological spaces coincide: (1) stratifiable μ-spaces...
For a given class X of T0 spaces the existence of a subclass C, having the same properties that the ...
AbstractWe prove that almost every finite linear space has a trivial automorphism group and that alm...
In this paper, we study some separation axioms namely, rw-To-space,rw-T1 -space and rw-T2-space and ...