[HTML][HTML] On quasi-partial generalized type of metric spaces and an application to complexity analysis of computer algorithms

AH Soliman, T Nabil, AM Zidan - Alexandria Engineering Journal, 2020 - Elsevier
In the present study, we identify a new type of extended metrics space, ie generalized quasi-
partial metric space and utilize it to introduce new results of fixed point for contractive …

[PDF][PDF] Double controlled quasi metric-like spaces and some topological properties of this space

AM Zidan, Z Mostefaoui - AIMS Mathematics, 2021 - aimspress.com
In present paper, we introduce a new extension of the double controlled metric-like spaces,
so called double controlled quasi metric-like spaces “assuming that the self-distance may …

On New Type of F‐Contractive Mapping for Quasipartial b‐Metric Spaces and Some Results of Fixed‐Point Theorem and Application

AM Zidan, A Al Rwaily - Journal of Mathematics, 2020 - Wiley Online Library
In this paper, we introduce the concept of new type of F‐contractive type for quasipartial b‐
metric spaces and some definitions and lemmas. Also, we will prove a new fixed‐point …

Existential examination of the coupled fixed point in generalized b-metric spaces and an application

AH Soliman, AM Zidan - Journal of Intelligent & Fuzzy Systems, 2020 - content.iospress.com
Existential examination of the coupled fixed point in generalized b-metric spaces and an
application - IOS Press You are viewing a javascript disabled version of the site. Please enable …

[PDF][PDF] An investigation of new quicker implicit iterations in hyperbolic spaces

AM Zidan, AH Soliman, T Nabil, MA Barakat - Thermal Science, 2020 - doiserbia.nb.rs
The present paper investigates the convergence of some new implicit iterations of coupled
fixed point for non-linear contractive like functions on W-hyperbolic metric spaces. Moreover …

Spb‐Partial Metric Spaces with some Results in Common Fixed Point Theorems

AM Zidan - Journal of Function Spaces, 2021 - Wiley Online Library
In this paper, we introduce the notion of S∗ P‐b‐partial metric spaces which is a
generalization each of S‐b‐metric spaces and partial‐metric space. Also, we study and …