Decompositions of Continuity

Authors

TALAL AL-HAWARY
AHMAD AL-OMARI

Abstract

In 2004, Al-Hawary and Al-Omari introduced and explored the class of \omega^o-open sets which is strictly stronger than the class of \omega-open sets and weaker than that of open sets. In this paper, we introduce what we call \omega^o-continuity and \omega_X^o-continuity and we give several characterizations and two decompositions of \omega ^o-continuity. Finally, new decompositions of continuity are provided.

DOI

-

Keywords

\omega^o-open, \omega^o-continuity, Continuity

First Page

187

Last Page

195

Recommended Citation

AL-HAWARY, T, & AL-OMARI, A (2006). Decompositions of Continuity. Turkish Journal of Mathematics 30 (2): 187-195. https://doi.org/-