On Complex-Valued Triple Controlled Metric Spaces and Applications

In this manuscript, we introduce the concept of complex-valued triple controlled metric spaces as an extension of rectangular metric type spaces. To validate our hypotheses and to show the usability of the Banach and Kannan fixed point results discussed herein, we present an application on Fredholm-type integral equations and an application on higher degree polynomial equations.

Automated summary

In this paper, we introduce the concept of complex-valued triple controlled metric spaces as an extension of rectangular metric type spaces and present applications on Fredholm-type integral equations and higher degree polynomial equations to validate our hypotheses.