Accurate models to describe real-world phenomena are
indispensable for research in such scientific fields as physics,
engineering, biology, chemistry, and economics. The tools and
techniques of applied analysis facilitate the development of
mathematical models and can thereby serve as an excellent resource
for students and researchers in various scientific and mathematical
disciplines.
This self-contained, comprehensive handbook provides an in-depth
examination of important theoretical methods and procedures in
applied analysis.
Unique features of the Handbook of Applied Analysis
Presents an accessible introduction to modern analysis, while
still serving as a useful reference for researchers and
practitioners;
Covers a large number of diverse topics: smooth and nonsmooth
differential calculus, optimal control, fixed point theory,
critical point theory, linear and nonlinear eigenvalue problems,
nonlinear boundary value problems, set-valued analysis, game
theory, stochastic analysis, and evolutionary equations;
Serves as a complete guide to the theory of nonlinear
analysis;
Includes numerous examples that demonstrate and expand upon the
topics presented;
Suggests many directions for further research and study.
In this one volume, the reader can find many of the most
important theoretical trends in nonlinear analysis and applications
to different fields. These features, together with an extensive
bibliography, make the volume a valuable tool for every researcher
working on nonlinear analysis."
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