In this paper, we establish some fixed point results for mappings involving (ϕ, ψ)-rational
type contractions in the framework of metric spaces endowed with a partial order. These …

The present study deals with some fixed-point outcomes under a nonlinear formulation of
strict almost contractions in a metric space endued with an arbitrary relation. The outcomes …

In this paper we establish certain multivalued fixed point results for mappings satisfying
rational type almost contractions involving a control function in the framework of metric …

In this paper we present some results of fixed point theory in a recently introduced
generalization of the metric space, that is, complex valued metric space where the metric …

In the fixed point theory of contractive mappings, that is, mappings satisfying contractive
inequalities, in partially ordered metric spaces the fixed point results are obtained under the …

In this paper we derive a fixed point result for a multivalued generalized almost contraction
which contains several rational terms through a six variables function and a four variables …

Common best proximity point theorem for multivalued mappings in partially ordered metric
spaces | Fixed Point Theory and Algorithms for Sciences and Engineering Skip to main content …

The present paper is on fixed point theory in set valued analysis. Here putting several
concepts together, we define a set valued contraction and establish that such contractions …

We consider a problem of stability of fixed point sets for a sequence of multivalued mappings
defined on a metric space converging to a limit function where the convergence is with …

We introduce the notion of end point of multivalued mappings in the setting of metric space
endowed with a graph and prove some existence results in this context. The mappings are …