Common Fixed Point for Weakly Compatible Mappings on Dislocated Metric Spaces.
Journal Title: JOURNAL OF ADVANCES IN MATHEMATICS - Year 2013, Vol 4, Issue 1
Abstract
In this paper we prove a common fixed point theorem for multi-valued and single-valued mappings in a dislocated metric space. The set of generalized y-j weak contractive mappings considered in this paper contains the family of generalized j-weak contractive mappings as a proper subset. The theorem use weakly compatibility and psy-phy-weak contractivity condition.Itextends the work of several authors.
Authors and Affiliations
Elida Hoxha
Keywords
Related Articles
- EP ID EP651219
- DOI 10.24297/jam.v4i1.2484
- Views 177
- Downloads 0
A probability space of continuous-time discrete value stochastic process with Markov property
Getting acquainted with the theory of stochastic processes we can read the following statement: "In the ordinary axiomatization of probability theory by means of measure theory, the problem is to construct a sigma-algebr...
NUMERICAL SCHEME FOR BACKWARD DOUBLY STOCHASTIC DIFFERENTIAL EQUATIONS WITH TIME DELAYED COEFFICIENTS
In this paper, we present some assumptions to get the numerical scheme for backward doubly stochastic dierential delay equations (shortly-BDSDDEs), and we propose a scheme of BDSDDEs and discuss the numerical convergence...
Global attractor for a class of nonlinear generalized Kirchhoff models
The paper studies the long time behavior of solutions to the initial boundary value problem(IBVP) for a class of Kirchhoff models flow .We establish the well-posedness, theexistence of the global attractor in natur...
Approximation of The Lower Operator in Nonlinear Differential Games with Non-Fixed Time
Approximate properties of the lower operator in nonlinear differential games with non-fixed time are studied.
Modeling and Analysis of Perishable Inventory System with Retrial demands in Supply Chain
In this article, we consider a continuous review perishable inventory system with poisson demands. The maximum storage capacity at lower echelon (retailer) is S and the upper Echelon (Distribution Center) is M (= nQ). Th...