| publication name | Algebraic structures of fuzzy T-Locality spaces : Part 1 |
|---|---|
| Authors | K. A. Hashem |
| year | 2015 |
| keywords | |
| journal | Algebraic structures o Advances in Fuzzy Mathematics. |
| volume | Not Available |
| issue | Not Available |
| pages | Not Available |
| publisher | Not Available |
| Local/International | International |
| Paper Link | Not Available |
| Full paper | download |
| Supplementary materials | Not Available |
Abstract
The main purpose of this paper is to introduce the concepts of fuzzy T-locality groups. This construct mainly will deal and relate with both fuzzy T-locality spaces (1995) and fuzzy TL-uniform spaces (2006). We establish some basic results and characterization theorems. Also, we show that all initial and final lifts exist uniquely in the concrete category of fuzzy T-locality groups and hence all initial and final fuzzy T-locality groups exist and can be characterized. As consequences fuzzy T-locality subgroups, fuzzy T-locality product groups and fuzzy T-locality quotient groups are exist.