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Deterministic Global Optimization  - Geometric Branch-and-bound Methods and their Applications
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Deterministic Global Optimization

Geometric Branch-and-bound Methods and their Applications

2012 - Erschienen 2011.

Neubindung, Auflage 11234145/12
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Deterministic Global Optimization, Circle Detection Problem, Multicriteria Optimization, Branch and Bound Algorithm, Bounding Operation, Mixed Combinatorial Optimization, Solution Approaches, Median Line Problem,

Produktart:
📚 Bücher
Autor(en):
Scholz, Daniel:
Anbieter:
Buchpark GmbH
Bestell-Nr.:
1123414512
Katalog:
Varia
ISBN | EAN:
1461419506 | 9781461419501
Stichworte:
Deterministic, Global, Optimization, Circle, Detection, Problem, Multicriteria, Branch, Bound, Algorithm, Bounding, Operation, Mixed, Combinatorial, Solution, Approaches, Median, Line
Zahlungsarten:
Vorauskasse, PayPal
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Deterministic Global Optimization  - Geometric Branch-and-bound Methods and their Applications
Deterministic Global Optimization
Gebraucht, sehr gut
44,60 EUR 40,14 EUR
Kostenloser Versand
This monograph deals with a general class of solution approaches in deterministic global optimization, namely the geometric branch-and-bound methods which are popular algorithms, for instance, in Lipschitzian optimization, d.c. programming, and interval analysis.It also introduces a new concept for the rate of convergence and analyzes several bounding operations reported in the literature, from the theoretical as well as from the empirical point of view. Furthermore, extensions of the prototype algorithm for multicriteria global optimization problems as well as mixed combinatorial optimization problems are considered. Numerical examples based on facility location problems support the theory. Applications of geometric branch-and-bound methods, namely the circle detection problem in image processing, the integrated scheduling and location makespan problem, and the median line location problem in the three-dimensional space are also presented.

The book is intended for both researchers and students in the areas of mathematics, operations research, engineering, and computer science.
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