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Graver basis information


In applied mathematics, Graver bases enable iterative solutions of linear and various nonlinear integer programming problems in polynomial time. They were introduced by Jack E. Graver.[1] Their connection to the theory of Gröbner bases was discussed by Bernd Sturmfels.[2] The algorithmic theory of Graver bases and its application to integer programming is described by Shmuel Onn.[3][4]

  1. ^ Jack E. Graver: On the foundations of linear and linear integer programming, Mathematical Programming 9:207–226, 1975
  2. ^ Bernd Sturmfels, Gröbner Bases and Convex Polytopes, American Mathematical Society, xii+162 pp., 1996
  3. ^ Shmuel onn Archived 2020-07-02 at the Wayback Machine: Nonlinear Discrete Optimization, European Mathematical Society, x+137 pp., 2010
  4. ^ Shmuel Onn: Linear and nonlinear integer optimization, Online Video Lecture Series, Mathematical Sciences Research Institute, Berkeley, 2010

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