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Springer Combinatorial Optimization - Polyhedra and Efficiency

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Description

Expand your mathematical knowledge with this comprehensive text from Springer. This volume provides an in-depth overview of polyhedral methods and efficient algorithms within the field of combinatorial optimization. It serves as a powerful resource for those studying the connections between discrete mathematics, mathematical programming, and computer science. The book is organized into eight distinct parts to facilitate learning. Each section begins with an elementary introduction to the specific area, featuring short and elegant proofs of principal results. As the text progresses, it moves into advanced methods and results, providing full proofs for some of the deepest theorems in the field. With over 4000 references to further study, this is an essential tool for researchers and students looking to master complex optimization theories and their practical applications.

Key Features

Comprehensive coverage of polyhedral methods and efficient algorithms used in combinatorial optimization.

Structured learning approach with eight parts that transition from elementary introductions to advanced mathematical results.

Includes elegant proofs for principal results and full proofs for deep theorems to support academic study.

Extensive research support with over 4000 references for further reading and exploration.

New and mint condition book ensuring high quality for your collection.

Fast shipping with same day dispatch for orders received before 12 noon.

Reliable service featuring guaranteed packaging and no quibbles returns.

Product Specifications

Format
hardcover
Pack Size
3 items
Domain
Amazon UK
Release Date
10 December 2002
Listed Since
14 December 2006

Barcode

No barcode data available

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