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

Abstract

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.

Uso de métricas generalizadas en clasificadores

“…La ventaja de su idea es que muchos espacios topológicos están cubiertos por el métrico JS. Por esta razón, los resultados de los teoremas de punto fijo en espacios JS-métricos han sido estudiados recientemente [Thangthong and Khemphet, 2018].…”