Functional Analysis with Some Fixed Point Theories' Approaches

This book is developed and written for undergraduate and postgraduate students who are studying functional analysis. It gives answers for many important questions, supplies students with adequate studies required for their future academic needs? On the other side, it introduces some recent results for researchers. It is readable, available and flexible in use because it introduces the basics of linear algebra, linear spaces, basis and dimension supported with many examples, basic concepts of functional analysis especially; the normed, the metric, and inner product spaces' concepts and the relation between those spaces, sequences, some types of convergence, linear, bounded, continuous, uniformly continuous operators between normed spaces, dual spaces, and functional representations.

Associate Professor of pure Mathematics, she is teaching pure mathematical courses for both under-graduate and post-graduate students, supervising projects, M. Sc and Ph. D thesis, presented, published many research papers, and responsible for many mathematical courses, like Topology, Functional & Real analysis, extra.