The minimal hilbert basis of the hammond order cone

HIGHLIGHTS

  • who: Ramses H. Abul Naga from the Business School, University of Aberdeen, Aberdeen, UK have published the paper: The minimal Hilbert basis of the Hammond order cone, in the Journal: (JOURNAL)
  • what: The authors characterize the minimal Hilbert basis of the Hammond order cone and present several novel applications of the resulting basis. The authors show that the minimal Hilbert basis can be directly used to identify the numerical implementation criterion (the so-called partial sums) that enable a researcher to conclude that a pair of distribution are ordered. To better understand the crucial role . . .

     

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