Suzuki type theorems for asymmetric type mappings

We introduce a modified asymmetric G^* ψφ contractive mapping with respect to a general family of functions G^* and establish asymmetric type fixed point results for such mappings. As an application of our results, we deduce Suzuki type fixed point results via these mappings. We also derive certain fixed point results for asymmetric type mappings in partial Gmetric spaces. Moreover, we discuss an illustrative example to highlight the realized improvements.