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THEORY OF LINEAR AND INTEGER PROGRAMMING.

CHICHESTER : John Wiley, 1986

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  • Titre:
    THEORY OF LINEAR AND INTEGER PROGRAMMING.
  • Sujets: Algèbre linéaire ;
    Programmation ;
    Integer ;
    PROGRAMMATION LINEAIRE ;
    PROGRAMMATION EN NOMBRES ENTIERS ;
    THEORIE DE LA COMPLEXITE ;
    EQUATION DIOPHANTIENNE ;
    ALGORITHME DU SIMPLEXE ;
    H-INF.TH. ;
    H-MATH. ;
    POLYEDRE ;
    FOURIER-MOTZKIN ;
    KHACHIYAN ;
    KARMARKAR
  • Description: Mines : Problems, Algorithms, and Complexity. Linear Algebra and Complexity. Theory of Lattices and Linear Diophantine Equations. Algorithms for Linear Diophantine Equations. Diophantine Approximation and Basis Reduction. Fundamental Concepts and Results on Polyhedra, Linear Inequalities, and Linear Programming. The Structure of Polyhedra. Polarity, and Blocking and Anti-Blocking Polyhedra. Sizes and the Theoretical Complexity of Linear Inequalities and Linear Programming. The Simplex Method. Primal-Dual, Elimination, and Relaxation Methods. Khachiyan's Method for Linear Programming. The Ellipsoid Method for Polyhedra More Generally. Further Polynomiality Results in Linear Programming. Estimates in Integer Linear Programming. The Complexity of Integer Linear Programming. Totally Unimodular Matrices: Fundamental Properties . Recognizing Total Unimodularity. Further Theory Related to Total Unimodularity. Integral Polyhedra and Total Dual Integrality. Cutting Planes. Further Methods
  • Éditeur: CHICHESTER : John Wiley
  • Date de publication: 1986
  • Format: 01 VOL.,482 P. : PR 70 ; 24 CM
  • Langue: Anglais
  • Identifiant: ISBN 0-471-90854-1
  • Source: Mines ParisTech (catalogue)

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