We consider a fixed-point problem for mappings involving a mixed-type contractive condition in the setting of metric spaces. Precisely, we establish the existence and uniqueness of fixed point using the recent notions of F-contraction and (H;Phi)-contraction.
Vetro C. (2020). A fixed-point problem with mixed-type contractive condition. CONSTRUCTIVE MATHEMATICAL ANALYSIS, 3(1), 45-52 [10.33205/cma.684638].
A fixed-point problem with mixed-type contractive condition
Vetro C.
2020-03-01
Abstract
We consider a fixed-point problem for mappings involving a mixed-type contractive condition in the setting of metric spaces. Precisely, we establish the existence and uniqueness of fixed point using the recent notions of F-contraction and (H;Phi)-contraction.
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