Description

Book Synopsis

Presents the advanced theory and practice of fractional programming. This title provides possible fields of application for fractional programming methods. It describes the convex, quasi-convex, pseudo-convex, and log-convex functions.

Table of Contents

Introduction. 1. Fractional Programming Applications. 2. Convex, Quasiconvex, Pseudoconvex, Logarithmic Convex, alpham-Convex, and Invex Functions. 3. Methods for Solving Linear Fractional Programming Problems. 4. Nonlinear Fractional Programming. 5. Duality in Fractional Programming. 6. Fractional Programming with Multiple Objective Functions. 7. Fractional Programming in the Complex Space. 8. Special Linear Fractional Programming Problems. 9. Integer and Mixed Integer Linear Fractional Programming. 10. Fractional Transportation Problem. Bibliography. Subject Index. Author Index.

Fractional Programming Theory Methods and Applications 409 Mathematics and Its Applications

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    A Hardback by I.M. Stancu-Minasian

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      Book details

      Publisher Springer Nature
      Published 31 May 1997
      ISBN-13 9780792345800
      978-0792345800
      ISBN-10 0792345800
      Also in:
      Operational research

      Description

      Book Synopsis

      Presents the advanced theory and practice of fractional programming. This title provides possible fields of application for fractional programming methods. It describes the convex, quasi-convex, pseudo-convex, and log-convex functions.

      Table of Contents

      Introduction. 1. Fractional Programming Applications. 2. Convex, Quasiconvex, Pseudoconvex, Logarithmic Convex, alpham-Convex, and Invex Functions. 3. Methods for Solving Linear Fractional Programming Problems. 4. Nonlinear Fractional Programming. 5. Duality in Fractional Programming. 6. Fractional Programming with Multiple Objective Functions. 7. Fractional Programming in the Complex Space. 8. Special Linear Fractional Programming Problems. 9. Integer and Mixed Integer Linear Fractional Programming. 10. Fractional Transportation Problem. Bibliography. Subject Index. Author Index.

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