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
From page
37
To page
53
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
Record number
2645960
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