This book "Fixed Point Results on Various Metric Spaces with Applications" aims to present advanced results in fixed point theory that expand upon, enhance, and generalize classical and recent findings in this field. It also explores various research avenues within the metric fixed-point theory.

It offers opportunities for more investigation and serves as a readily available reservoir of information. This book is suitable for young researchers interested in pursuing research in fixed-point theory.

It provides the latest advancements in the field, offering new techniques for proving the existence of various types of fixed points, such as fixed points, fixed interval circles, fixed discs, coincidence points, common fixed points, coupled common fixed points, quadruple fixed points, quadruple coincidence points and common quadruple fixed points. These tech In addition to conventional applications, it provides innovative applications that can be used to solve integral equations and Homotopy Theory.

The book is both self-contained and unified, making it an invaluable resource for researchers seeking innovative ideas. It will be a valuable addition to the library.

. .