Dr. S. R. Lasker Library Online Catalogue

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Building and solving mathematical programming models in engineering and science / Enrique Castillo ... [et al.].

Contributor(s): Castillo, Enrique, 1946-Material type: TextTextLanguage: English Series: Pure and applied mathematicsPublication details: New York : John Wiley & Sons, c2002. Description: xv, 546 p. : ill. ; 24 cmISBN: 0471150436 (cloth : alk. paper); 9780471150435Subject(s): Programming (Mathematics) | Engineering modelsDDC classification: 620.0011 LOC classification: T57.7 | .B85 2001Online resources: WorldCat details | Ebook Fulltext
Contents:
TOC I. Models. 1. Linear Programming. 2. Mixed-Integer Linear Programming. 3. Nonlinear Programming -- II. Methods. 4. An Introduction to Linear Programming. 5. Understanding the Set of All Feasible Solutions. 6. Solving the Linear Programming Problem. 7. Mixed-Integer Linear Programming. 8. Optimality and Duality in Nonlinear Programming. 9. Computational Methods for Nonlinear Programming -- III. Software. 10. The GAMS Package. 11. Some Examples Using GAMS -- IV. Applications. 12. Applications. 13. Some Useful Modeling Tricks. A. Compatibility and Set of All Feasible Solutions.
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Holdings
Item type Current library Collection Call number Copy number Status Date due Barcode Item holds
E-Book E-Book Dr. S. R. Lasker Library, EWU
E-book 		Non-fiction 620.0011 BUI 2002 (Browse shelf(Opens below)) Not for loan
Text Text Dr. S. R. Lasker Library, EWU
Reserve Section 		Non-fiction 620.0011 BUI 2002 (Browse shelf(Opens below)) C-1 Not For Loan 12844
Text Text Dr. S. R. Lasker Library, EWU
Circulation Section 		Non-fiction 620.0011 BUI 2002 (Browse shelf(Opens below)) C-2 Available 12845
Text Text Dr. S. R. Lasker Library, EWU
Circulation Section 		Non-fiction 620.0011 BUI 2002 (Browse shelf(Opens below)) C-3 Available 12846
Total holds: 0

Includes bibliographical references (p. 533-540) and index.

TOC I. Models. 1. Linear Programming. 2. Mixed-Integer Linear Programming. 3. Nonlinear Programming --
II. Methods. 4. An Introduction to Linear Programming. 5. Understanding the Set of All Feasible Solutions. 6. Solving the Linear Programming Problem. 7. Mixed-Integer Linear Programming. 8. Optimality and Duality in Nonlinear Programming. 9. Computational Methods for Nonlinear Programming --
III. Software. 10. The GAMS Package. 11. Some Examples Using GAMS --
IV. Applications. 12. Applications. 13. Some Useful Modeling Tricks. A. Compatibility and Set of All Feasible Solutions.

APE MPS

Saifun Momota

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