Some topological properties of fuzzy strong b-metric spaces

In this study, we investigate topological properties of fuzzy strong b-metric spaces dened in [13]. Firstly, we prove Baire's theorem for these spaces. Then we dene the product of two fuzzy strong b-metric spaces dened with same continuous t-norms and show that X1 X2 is a complete fuzzy strong b-metric space if and only if X1 and X2 are complete fuzzy strong b-metric spaces. Finally it is proven that a subspace of a separable fuzzy strong b-metric space is separable.