Staff Members - Benha University
On the category of fuzzy presheaves,
Journal of Fractional calculus. • 2005
Publication Information
Authors
A. E. Radwan and K. A. Hashem
Keywords
Not Available
Journal
Journal of Fractional calculus.
Publisher
Not Available
Volume
27
Issue
Not Available
Pages
115-121.
publication.type
International
Paper Link
Not Available
Supplementary Materials
Not Available
Abstract
In this paper, we introduce and study the notions of T-topogenous orders
and T-syntopogenous structures on a set and investigate their properties, where T stands for any continuous triangular norm. Their definitions subsumes that of fuzzy topogenous orders and fuzzy syntopogenous structures due to A. K. Katsaras (Fuzzy Sets and Systems 36 (1990)), as our Min-topogenous orders and Min-syntopogenous structures. In particular, we study T-syntopogenous maps and an I-topological space associated with a T-syntopogenous structure. Also, we deduce the T-topogenous orders as fuzzy relations in (ordinary) power sets.
and T-syntopogenous structures on a set and investigate their properties, where T stands for any continuous triangular norm. Their definitions subsumes that of fuzzy topogenous orders and fuzzy syntopogenous structures due to A. K. Katsaras (Fuzzy Sets and Systems 36 (1990)), as our Min-topogenous orders and Min-syntopogenous structures. In particular, we study T-syntopogenous maps and an I-topological space associated with a T-syntopogenous structure. Also, we deduce the T-topogenous orders as fuzzy relations in (ordinary) power sets.