Title of article :
Certain new type of fixed point results in partially ordered M-metric space
Author/Authors :
Hassan ، Ahmad Department of Mathematics and Statistics - International Islamic University , Ishtiaq ، Umar Office of Research, Innovation and Commercialization - University of Management and Technology , Ray ، Samrat International Institute of Management Studies (IIMS)
Abstract :
The most recent performances in fixed point theory related to the fixed point, coincidence point, and coupled coincidence point involving mappings in ordered metric spaces are the result of concentrated overwork ordered metric space. Its conclusion was expansive and generalized to well-known oral literature results. A few fixed point outcomes were discovered to be sophisticated self-mappings. Anything that satisfies a generalized week contraction was partially ordered as m-metric space (mms). The specific results also include two self-mappings for coupling coincidence points, coupled common fixed points, and coincidence points in the same qualification. An example is offered to support the findings.
Keywords :
M , metric , (ϕ , ψ) , contraction mapping , fixed point
Journal title :
International Journal of Nonlinear Analysis and Applications
Journal title :
International Journal of Nonlinear Analysis and Applications
