Variational analysis is a rapidly growing field within pure and applied mathematics, with numerous applications to optimization, control theory, economics, engineering, and other disciplines. This volume brings together state-of-the-art results in variational analysis and its applications, with an emphasis on optimization and control.
The included chapters, written by international experts in the field of variational analysis and related topics, are dedicated to Boris S. Mordukhovich, a renowned mathematician, and aim to celebrate his fundamental contributions to variational analysis, generalized differentiation
and their applications.
This volume is intended for mathematicians studying variational analysis as well
as other researchers interested in applying the principles of variational analysis to
their area of study.
Twelve self-contained papers written by distinguished mathematicians in variational analysis, optimization, and control First comprehensive treatment of the subject in book form Presents several important new results and interdisciplinary research Intended for a broad audience of engineers, economists, graduate students, researchers, and applied mathematicians Includes supplementary material: sn.pub/extras
Regina S. Burachik
Boris S. Mordukhovich Convex Optimization Convex Set Generalized Subdifferential Variational Analysis Vector Function calculus differential equation maximum optimization system