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Operations research : an introduction / Hamdy A. Taha.

By: Taha, Hamdy A.
Series: 8th edition: Publisher: [S.l.] : Prentice Hall, 2006Edition: 8th ed.Description: 813 p. ; 24 cm.ISBN: 0131889230; 9780131889231.DDC classification: 658.4034 Online resources: Amazon.com | Amazon customer reviews Summary: Significantly revised, this book provides balanced coverage of the theory, applications, and computations of operations research. The applications and computations in operations research are emphasized. Significantly revised, this text streamlines the coverage of the theory, applications, and computations of operations research. Numerical examples are effectively used to explain complex mathematical concepts.� A separate chapter of fully analyzed applications aptly demonstrates the diverse use of OR. The popular commercial and tutorial software AMPL, Excel, Excel Solver, and Tora are used throughout the book to solve practical problems and to test theoretical concepts.� New materials include Markov chains, TSP heuristics, new LP models, and a totally new simplex-based approach to LP sensitivity analysis.��
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Item type Current location Call number Status Date due Barcode Item holds
Book Book Central Library (CL)
658.4034 TAH (Browse shelf) Available NBS7959
Total holds: 0

Hardcover.

Significantly revised, this book provides balanced coverage of the theory, applications, and computations of operations research. The applications and computations in operations research are emphasized. Significantly revised, this text streamlines the coverage of the theory, applications, and computations of operations research. Numerical examples are effectively used to explain complex mathematical concepts.� A separate chapter of fully analyzed applications aptly demonstrates the diverse use of OR. The popular commercial and tutorial software AMPL, Excel, Excel Solver, and Tora are used throughout the book to solve practical problems and to test theoretical concepts.� New materials include Markov chains, TSP heuristics, new LP models, and a totally new simplex-based approach to LP sensitivity analysis.��

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