In this paper, we extend the p-metric space to an M-metric space, and we shall show that the
definition we give is a real generalization of the p-metric by presenting some examples. In …

In this paper, we consider the setting of b-metric spaces to establish results regarding the
common fixed points of two mappings, using a contraction condition defined by means of a …

The conceptions of b-metric spaces and metric spaces play a remarkable role in proving
many theorems of uniqueness and existence solution of such equations as integral or …

Some coupled fixed point theorems in quasi-partial metric spaces | Fixed Point Theory and
Algorithms for Sciences and Engineering Skip to main content SpringerLink Account Menu Find …

Very recently, Haghi et al.(Topol. Appl. 160: 450-454, 2013) proved that some fixed point
theorems in partial metric spaces can be obtained from metric spaces. In this paper, we …

In this paper, we introduce the notions of α-admissible and α-ψ-contractive type condition for
nonself multivalued mappings. We establish fixed point theorems using these new notions …

In this paper, we utilize the concept of (𝑃)-property, weak (𝑃)-property and the comparison
function to introduce and prove an existence and uniqueness theorem of a best proximity …

In this paper, we establish Matkowski's fixed point theorem and Boyd and Wong's fixed point
theorem with covered Ciric-contractions for M-metric spaces and our results improve very …

Very recently, Mehadi et al [M. Asadi, E. Karap {\i} nar, and P. Salimi, New extension of
partial metric spaces with some fixed-point results on $ M-$ metric spaces] extended the …

In this paper, we introduce the notion of C∗-algebra valued extended b-metric spaces and
utilize the same to prove an analogue of Banach Contraction Principle. We adopt an …