A Decompositions of Continuity in Ideal Topological Spaces

A Decompositions of Continuity in Ideal Topological Spaces

Authors

  • Radhwan Mohammed Aqeel Dept. of Mathematics, Faculty of Science, Aden University, Yemen
  • Fawzia Abdullah Ahmed Dept. of Mathematics, Faculty of Education, Aden University, Yemen

Keywords:

Ideal topological spaces, strong α\(^*\) - I - continuous, strong α\(^*\) - I - open (closed) mapping, strong α\(^*\) - I - Separation Axioms

Abstract

The intention of this work is to study the concepts of strong α*- I - continuity and strong α* - I - open (resp. closed) mappings in ideal topological spaces, obtain several characterizations and some properties of these mappings and investigate its relationship with other types of mappings. Also, we introduce strong α* - I - separation axioms in ideal topological spaces and study some their characterize.

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Published

31-12-2023

How to Cite

Radhwan Mohammed Aqeel, & Fawzia Abdullah Ahmed. (2023). A Decompositions of Continuity in Ideal Topological Spaces. Journal of the Faculties of Education - University of Aden, 17(2), 593–606. Retrieved from https://jef.adenuniv.net/index.php/jef/article/view/39

Issue

Vol. 17 No. 2 (2023)

Section

Articles

License

Copyright (c) 2023 Journal of the Faculties of Education - University of Aden

Creative Commons License

This work is licensed under a Creative Commons Attribution-NoDerivatives 4.0 International License.