On Fuzzy Star Refinement of Open Covering and imensions of Fuzzy Topological Spaces

Authors

  • AbdulGawad A.Q. Al-Qubati

DOI:

https://doi.org/10.60037/edu.v1i5.1204

Keywords:

Fuzzy topology, star-refinement, covering dimension, small inductive dimension

Abstract

In this paper the concepts of star-refinement and strongly star-refinement of covering are extended to fuzzy topological space in the sense of Chang, basic theorem for covering dimension of normal fuzzy topological space is proved. Also, the small inductive dimension function is extended to fuzzy topological space, and some results for this inductive dimension in Chang’s space are obtained.

Published

01/21/2023

How to Cite

Al-Qubati, A. A. . . (2023). On Fuzzy Star Refinement of Open Covering and imensions of Fuzzy Topological Spaces. Journal of the Faculty of Education, 3(5), 7–21. https://doi.org/10.60037/edu.v1i5.1204

Issue

Section

الرئيسي

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