Title of article :
SOME FIXED POINT THEOREMS FOR ORDERED F-(Ƒ, h)-CONTRACTION AND SUBCONTRACTION IN 0-f-ORBITALLY COMPLETE PARTIAL METRIC SPACES
Author/Authors :
ANSARI, ARSLAN HOJAT Islamic Azad University, Karaj Branch - Department of Mathematics, ايران , SHUKLA, SATISH Shri Vaishnav Institute of Technology Science - Department of Applied Mathematics, India
Abstract :
In this paper, we introduce the notions of ordered F-(Ƒ, h)-contraction and subcontraction in the setting of partial metric spaces. Some fixed point theorems for ordered F-(Ƒ, h)-contraction and subcontraction in 0-f-orbitally complete partial metric spaces are proved. Our results generalize some recent results of metric and partial metric spaces into the 0-f-orbitally complete partial metric spaces. Some examples are presented which illustrate the results proved herein.
Journal title :
Journal of Advanced Mathematical Studies
Journal title :
Journal of Advanced Mathematical Studies
