In this paper, we present some fixed point results for Subrahmanyan contraction in the
setting of ab-metric space. We consider the case of multivalued operators. We also deduce …

In this paper we consider the following problems:(1) Which weakly Picard operators satisfy a
retractiondisplacement condition?(2) For which weakly Picard operators the fixed point …

In the context of a complete metric space, the most important fixed-point result for multi-
valued operators was given in 1969. Many extensions of this fixed-point principle for multi …

In this paper, the notion of multivalued interpolative Hardy-Rogers-contractions using
generalized simulation functions is introduced. We establish some related fixed point results …

In this paper we will extend the concept of multi-valued Feng-Liu contraction, by imposing a
nonlinear assumption on the operator. Then, fixed point, strict fixed point and stability …

In this paper, we will prove several new results related to the concept of the multi-valued
Feng–Liu contraction. An existence, approximation and localization fixed point theorem for a …

In this paper, suggested by several concepts of multi-valued Feng–Liu operators, we will
consider a general abstract class of operators and we will give some stability properties for …

Axioms | Free Full-Text | New Results on Start-Points for Multi-Valued Maps Next Article in
Journal Gently Paraconsistent Calculi Next Article in Special Issue On a Viscosity Iterative …

The most important metric fixed point theorem for multi-valued operators is the Multi-valued
Contraction Principle proved by SB Nadler Jr. in 1969. One of the most relevant …

In this article, we study viscosity approximation methods for generalized multi-valued
nonexpansive mappings and we present some new results related to strong convergence …