A New Approach to Fuzzy Partial Metric Spaces

In this study, we aim to introduce the notion of fuzzy partial metric spaces which is a generalization crisp in fuzzifying view with distance between ordinary points. For aim, first present concept by considering as non-negative, upper semi-continuous, normal and convex numbers giving examples. We obtain some useful inequalities under restrictions spaces. Then discuss relationships other structures point out Banach's fixed theorem an application proposed properties relations. Finally, show that induce $\alpha$-level topology, Lowen topology.