The (CLR_g)-property for Coincidence Point Theorems and Fredholm Integral Equations in Modular Metric Spaces
Keywords:Coincidence point, fixed point, $g$-quasi-condition, $(CLR_g)$-property, modular metric space.
AbstractIn paper, we prove some common fixed point theorems for the pair of self-mappings with the $g$-quasi-condition in modular metric spaces. Also, we modify and prove some common fixed point theorems by using the $(CLR_g)$-property along with the weakly compatible mapping. Finally, we give some applications on integral equations
to illustrate our main results.
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