This book details fixed point theory, a gripping and wide-ranging
field with applications in multifold areas of pure and applied
mathematics. The content comprises both theoretical and practical
applications. The evolution of the main theorems on the existence
and uniqueness of fixed points of maps are presented. Applications
covering topological properties, a nonlinear stochastic integral
equation of the Hammerstein type, the existence and uniqueness of a
common solution of the system of Urysohn integral equations, and
the existence of a unique solution for linear equations system are
included in this selection. Since the included chapters range from
broad elucidations to functional research papers, the book provides
readers with a satisfying analysis of the subject as well as a more
comprehensive look at some functional recent advances.
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