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statistic function distribution function f order assignment problem decrease condition theorem assignment problem van houweninge order statistic rinnooy kan t h e proof value frenk distribution result university rotterdam houweninge m variables variable walkup x /n exp latter term assumption 1 1 rinnooy behavior bipartite graph order statistics l / n erasmus university l /n pr i.i.d erasmu bipartite j.b.g value z graph institute institute p.o sequence weight resnick analysis fulbright scholarship.the research ams subject classifications iim inf f n log n ~ lim f zusammenfassung order statistics das lineare zuordnungsproblem latter l /n f i =1 applications _ ui >l ~ p t ez _/nf ~ frenk erasmus university maximization assignment problem netherland i n g frenk 0 m dabei wird unterschieden c i j p coefficients alj e r statistics management mit cambridge n t role l / 2 equivalent n ~ f coefficient e n -~oo sequences b ~j research ~~ i =1
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Order statistics and the linear assignment problem
(Article)
Frenk, J.B.G. Houweninge, M. van Rinnooy Kan, A.H.G. |
1987-06-01
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