Titlebook: Recent Developments in Fixed-Point Theory; Theoretical Foundati Mudasir Younis,Lili Chen,Deepak Singh Book 2024 The Editor(s) (if applicabl

咆哮

indignant

無能的人

,Some Fixed Point Theorems of?Generalized Contractions with?Application to?Boundary Value Problem,iate our main results, we present relevant examples and discuss their implications. Additionally, we leverage our findings to prove the existence theorem for common solutions of integral equations. Through this study, we contribute to the understanding of these fundamental concepts and provide valuable insights into their applications.

表示問

On ,-Solutions for ,-Product of Fractional Integral Operators, need to be Banach algebras). We analyze three different existence theorems related to the generating .-functions realize ., or .-conditions on the product of different .-Orlicz spaces. An adequate measure of noncompactness (MNC) and fixed point hypothesis (FPT) are our main tools to attain the outcomes.

松果

,Fixed Point Results in?Graphical Convex Extended ,-metric Spaces,ine the existence of strong fixed point theorems. Combining the convex structure of metric spaces with graphs makes the manuscript novel and interesting to academics interested in discovering fixed points inside the graph structure.

考博

,Existence and?Computational Approximation of?Fixed Points of?Generalized Multivalued Mappings in?Babrid iterative scheme. Through numerical and graphical analysis, we demonstrate that the Picard–Thakur hybrid iterative scheme converges at a faster rate compared to other schemes. Additionally, we provide an application that establishes a connection between our results and real-world phenomena.

咆哮

,Fixed Point Theory for Multi-valued Feng–Liu Operators in Vector-Valued Metric Spaces, the sense of Perov. Existence, localization, data dependence and different kinds of stability properties of a fixed point inclusion with a generalized multi-valued Feng–Liu operator are presented. An extension to the so-called multi-valued contractions of the Feng–Liu–Subrahmanyan type is also considered. Some applications are suggested.

Hay-Fever

,Fixed Points of?Coset and?Orbit Space Actions: An Application of?Semihypergroup Theory,vex spaces, as well as on certain Banach spaces. In particular, we use some recent developments in abstract harmonic analysis regarding the theory of Semihypergroups to provide an overview of several characterizations for the existence of common fixed points of such actions in terms of amenability of the underlying spaces.

溝通

,A Study of?Fixed Point Results in?G-Metric Space via?New Contractions with?Applications,he existing ones. Thereafter, a few special cases which scale down our results to some prominent ones in the literature are highlighted and analyzed. As an application, our main result is used to construct new existence criteria for the solution of a boundary value problem.

Mere僅僅

,Revisiting Darbo’s Fixed Point Theory with?Application to?a?Class of?Fractional Integral Equations,mutative property, and then generalize Darbo’s fixed point theory. Thereafter, by utilizing Darbo’s fixed point theorem, we demonstrate the existence of a solution to the generalized proportional .-fractional integral equation. At the end, a suitable example is constructed, which verifies the obtained results.