In this article, we present a generalization of the double controlled metric like spaces, called quasi by assuming that symmetric condition is not necessary satisfied. Moreover, self distance zero.

The aim of this manuscript is to introduce the concept fuzzy b-metric-like spaces and discuss some related fixed point results. Some examples are imparted illustrate feasibility proposed methods. Finally, validate superiority obtained results, an application provided solve a first kind Fredholm type integral equations.

With increasing globalization and the proliferation of communication technologies, more people are working in cross-functional, geographically distributed teams. Although trust is clearly an important ingredient in these collaborations, little is known about the challenges this new work and social environment creates for the development of trust. Different disciplinary perspectives, different r...

By a metric-like space, as a generalization of a partial metric space, we mean a pair (X ,σ ), where X is a nonempty set and σ : X × X →R satisfies all of the conditions of a metric except that σ (x, x) may be positive for x ∈ X . In this paper, we initiate the fixed point theory in metric-like spaces. As an application, we derive some new fixed point results in partial metric spaces. Our resul...