Exploring strong controlled partial metric type spaces: Analysis of fixed points and theoretical contributions

Exploring strong controlled partial metric type spaces: Analysis of fixed points and theoretical contributions

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This study involves the generalization of partial metric spaces and strong controlled metric type spaces through the introduction of the notion of strong controlled partial metric type spaces.This research pursues a dual ps5 edmonton in stock objective: firstly, to scrutinize fixed points related to moondrop quark contractions of the Kannan type within the framework of strong controlled partial metric type spaces, encompassing both linear and nonlinear contractions; secondly, to furnish illustrative examples and applications that underscore the consequential implications of our theoretical contributions.