Advances in sensitivity analysis and parametric programming

Bibliographic Information

Advances in sensitivity analysis and parametric programming

edited by Tomas Gal, Harvey J. Greenberg

(International series in operations research & management science, 6)

Kluwer Academic Pub., c1997

Available at  / 18 libraries

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Note

Includes bibliographical references and index

Description and Table of Contents

Description

The standard view of Operations Research/Management Science (OR/MS) dichotomizes the field into deterministic and probabilistic (nondeterministic, stochastic) subfields. This division can be seen by reading the contents page of just about any OR/MS textbook. The mathematical models that help to define OR/MS are usually presented in terms of one subfield or the other. This separation comes about somewhat artificially: academic courses are conveniently subdivided with respect to prerequisites; an initial overview of OR/MS can be presented without requiring knowledge of probability and statistics; text books are conveniently divided into two related semester courses, with deterministic models coming first; academics tend to specialize in one subfield or the other; and practitioners also tend to be expert in a single subfield. But, no matter who is involved in an OR/MS modeling situation (deterministic or probabilistic - academic or practitioner), it is clear that a proper and correct treatment of any problem situation is accomplished only when the analysis cuts across this dichotomy.

Table of Contents

  • Foreword. Preface. 1. A Historical Sketch on Sensitivity Analysis and Parametric Programming
  • T. Gal. 2. A Systems Perspective: Entity Set Graphs
  • H. Muller-Merbach. 3. Linear Programming 1: Basic Principles
  • H.J. Greenberg. 4. Linear Programming 2: Degeneracy Graphs
  • T. Gal. 5. Linear Programming 3: The Tolerance Approach
  • R.E. Wendell. 6. The Optimal Set and Optimal Partition Approach
  • A.B. Berkelaar, et al. 7. Network Models
  • G.L. Thompson. 8. Qualitative Sensitivity Analysis
  • A. Gautier, et al. 9. Integer and Mixed-Integer Programming
  • C. Blair. 10. Nonlinear Programming
  • A.S. Drud, L. Lasdon. 11. Multi-Criteria and Goal Programming
  • J. Dauer, Yi-Hsin Liu. 12. Stochastic Programming and Robust Optimization
  • H. Vladimirou, S.A. Zenios. 13. Redundancy
  • R.J. Caron, et al. 14. Feasibility and Viability
  • J.W. Chinneck. 15. Fuzzy Mathematical Programming
  • H.-J. Zimmermann. Subject Index.

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Details

  • NCID
    BA31407979
  • ISBN
    • 079239917X
  • LCCN
    97012579
  • Country Code
    us
  • Title Language Code
    eng
  • Text Language Code
    eng
  • Place of Publication
    Boston
  • Pages/Volumes
    1 v. (various pagings)
  • Size
    25 cm
  • Classification
  • Subject Headings
  • Parent Bibliography ID
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