
Convexity and its Applications in Discrete and Continuous Optimization
$188.61
- Hardcover
328 pages
- Release Date
30 January 2025
Summary
The Power of Convexity: Optimization in Discrete and Continuous Worlds
This book offers a unified, pedagogical approach to the analytic and combinatorial facets of convexity and its profound applications in optimization. Explore the structural side through classical convex analysis and geometry, delve into polyhedral theory, and uncover the geometry of numbers.
Discover the algorithmic/optimization side with the first textbook exposition of general mixed-integer convex optim…
Book Details
ISBN-13: | 9781108837590 |
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ISBN-10: | 110883759X |
Author: | Amitabh Basu |
Publisher: | Cambridge University Press |
Imprint: | Cambridge University Press |
Format: | Hardcover |
Number of Pages: | 328 |
Release Date: | 30 January 2025 |
Weight: | 590g |
Dimensions: | 234mm x 157mm x 24mm |
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What They're Saying
Critics Review
‘Written by one of the most brilliant researchers in the field, this book provides an elegant, rigorous and original presentation of the theory of convexity, describing in a unified way its use in continuous and discrete optimization, and also covering some very recent advancements in these areas.’ Marco Di Summa, University of Padua‘Convexity is central to most optimization algorithms. This book brings together classical and new developments at the interface between these two vibrant areas of mathematics. It is an essential reference for scholars in optimization. The numerous exercises make it an ideal textbook at the graduate and upper undergraduate levels.’ Gérard Cornuéjols, Carnegie Mellon University
About The Author
Amitabh Basu
Amitabh Basu is Professor of Applied Mathematics and Statistics at Johns Hopkins University. He has received the NSF CAREER award and the Egon Balas Prize from the INFORMS Optimization Society. He serves on the editorial boards of ‘Mathematics of Operations Research,’ ‘Mathematical Programming,’ ‘SIAM Journal on Optimization,’ and the ‘MOS-SIAM Series on Optimization.’
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