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This text is a concise account of the fundamental principles of optimization theory blended in a judicious way with current research. Using the powerful language of convex analysis it helps the reader to probe into such advanced topics like Nonsmooth Optimization and Conjugate Duality. The now traditional area of differentiable optimization has been revisited and many new insights have been provided by presenting very recent research in this area.
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C R Bector.: Asper School of Business, Faculty of Management University of Manitoba, Winnipeg, Canada S Chandra.: Department of Mathematics, Indian Institute of Technology Delhi
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