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| | Duality Principles in Nonconvex Systems |
 | | The aim of this book is to give, within a unified framework, a self-contained comprehensive presentation of the mathematical theory of duality for general non-convex and non-smooth systems, and the author hopes that it will provide a smooth, stimulating and provocative blend of different flavors of mechanics. |
 | | In the present day, the theory of duality has become a vast subject, especially due to the modern work in optimization, game theory, economic science, theoretical physics and chemistry, mathematical programming, variational analysis, nonconvex-nonsmooth analysis and control, critical point theory and in many other areas. |
 | | It is intended that the present book will fill the (duality) gap between the mathematical and engineering sciences by providing a systematic exposition of duality theory as a self-contained theoretical system with substantial applications in physics, continuum mechanics, large deformation structures, mathematical programming, partial differential equations and geometry. |
| www.math.vt.edu /people/gao/books/preface.html (1545 words) |
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