Coincidence Point Theorems for (α,β,γ)‎-Contraction Mappings in Generalized Metric Spaces

Abstract EN

The result of our study is that a coincidence point of two mappings P and Q can be achieved when the ordered pair (P,Q) is an (α,β,γ)-contraction with respect to a generalized metric space.

Moreover, with some additional condition, a common fixed point can be obtained as a consequence of our main theorems.

Further, we apply our findings to some examples and integral equation problems.