The Complex Valued Perturbed Metric Space and its Fixed Points
DOI:
https://doi.org/10.5269/bspm.80021Resumen
In this paper we introduce complex valued perturbed metric spaces which generalizes traditional complex valued metric spaces by permitting the variations in complex valued distances. This framework has enabled the formulation of fixed point results analogous to Banach’s classical theorem for complex valued perturbed contraction mappings. In addition, the results of Azam et. al. [1] also generalized.
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2025-12-20
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Conf. Issue: Advances in Nonlinear Analysis and Applications
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