Author/Authors :
Sagiroglu, Sevda Department of Mathematics - Ankara University, Ankara, Turkey , Kanibir, Alev Department of Mathematics - Hacettepe University, Ankara, Turkey
Abstract :
The purpose of this paper is to introduce four kinds of near continuity for functions defined on minimal spaces. Basic properties and characterizations are established for such functions. We also define new minimal structures related to these near continuities. In this way, we obtain many well known results already in the literature, as special cases.
Keywords :
Minimal structures , M , continuity , m , continuity , c , M , continuity , c , m , continuity , l , M , continuity , l , m , continuity , Co , m , compact , Co , m , Lindelof
