<b>Functions almost contra-super-continuity in m-spaces</b> - doi: 10.5269/bspm.v29i2.12188

Résumé

In this article, we study a generalizations of some class of functions
that are in relation with the notions of continuity when we use the notions of minimal structures also its are characterized. Moreover we show that the notion of m-e*-T1/2 spaces, given by Ekici [6], is a particular case of the m-(e*)-T1/2 spaces when its are defined using the notion of m-generalized closed sets.