Title of article :
COUPLED FIXED POINTS IN 0-COMPLETE ORDERED PARTIAL METRIC SPACES
Author/Authors :
KADELBURG ، ZORAN - University of Belgrade , NASHINE ، HEMANT KUMAR - Disha Institute of Management and Technology , RADENOVI´C ، STOJAN - University of Belgrade
Abstract :
In some recent papers a method has been presented of reducing coupled fixed point results in ordered metric spaces to the respective results for mappings with one variable, even obtaining more general theorems. In this paper, we develop further this method and obtain improved versions of coupled fixed point results in 0-complete ordered partial metric spaces. Examples show that these generalizations are proper.
Keywords :
Coupled fixed point , partial metric space , 0 , complete space , partially ordered set
Journal title :
Journal of Advanced Mathematical Studies
Journal title :
Journal of Advanced Mathematical Studies
