A study of optimal coincidence point solutions for nonlinear operator equations with applications.
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Date
2019-07
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UMT Lahore
Abstract
In this thesis, we defined a multivalued Suzuki type contraction and Suzuki type modified proximal and modified proximal contraction and proved some best proximity point results in metric and b metric spaces. Some examples are also illustrated to support the main results proved herein. We also studied the best proximity point results in partially ordered metric and b metric spaces. As an application, for self mappings, we discussed some fixed point results in the setup of metric and b metric space.