GENERALIZED CLOSED SETS IN IDEAL M-SPACES

Dontchev et al. [2] introduced and investigated the notion of I-g-closed sets in ideal topological spaces as a modification of g-closed sets due to Levine [5]. The concept of ideal m-spaces was introduced by Al-Omari and Noiri [1]. In this paper, we introduce and study the concept of generalized closed (Ig¤-closed) sets in an ideal m-space.