Some Constraction with Q- Function For Coupled Coincidence Point Theorem in Partially Ordered Quasi Metric Spaces


Abstract views: 34 / PDF downloads: 21

Authors

  • Animesh Gupta Department of Mathematics, Vidhyapeeth Institute of Science & Technology, Bhopal, India
  • P.S.Kaurav Department of Mathematics, Govt. P.G. College, Gadarwara, Dist. Narsingpur, M.P., India.
  • S.S.Rajput Department of Mathematics, Govt. P.G. College, Gadarwara, Dist. Narsingpur, M.P., India

Keywords:

Coupled fixed point, Coupled Common Fixed Point, Coupled Coincidence point, Mixed monotone mapping, Mixed g-monotone mapping

Abstract

The purpose of this article is to prove coupled coincidence and coupled fixed point theorem for non linear contractive mappings in partially ordered complete quasi - metric spaces using the concept of g monotone mapping with a Q- function q. The presented theorems are generalizations of the recent coupled fixed point theorems due to N. Hussain et al. [17], Bhaskar and Lakshmikantham [12], Lakshmikantham and Ciric [20] and many others. We also give an example in support of our theorem for which result of N. Hussain et al. [17].

Downloads

Published

15-03-2014

How to Cite

Animesh Gupta, P.S.Kaurav, & S.S.Rajput. (2014). Some Constraction with Q- Function For Coupled Coincidence Point Theorem in Partially Ordered Quasi Metric Spaces. International Journal of Mathematics And Its Applications, 2(1), 1–21. Retrieved from http://ijmaa.in/index.php/ijmaa/article/view/296

Issue

Section

Research Article