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Titlebook: Mathematical Programming at Oberwolfach II; Bernhard Korte,Klaus Ritter Book 1984Latest edition Springer-Verlag Berlin Heidelberg 1984 Mat

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楼主: 鸣叫大步走
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Stephen M. Robinsonr the output of the system can be made to follow a preassigned trajectory over a specific interval of time, are now well known (see Hirschorn [4] and the references therein or the recent paper by Grasse [3]). In these studies, nonlinear systems are either defined by a state-space representation or b
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J. B. Rosen, [Be1], [Sin1]). One problem with the classical theory is the difficulty of explicit calculations : from the birth of our subject (late 19th century) until to very recent work ([Kat4], [KP], [B.B.H], [B.H], [Ra5], [Ra8], [DM]) the only explicit computations we know are for Airy equation [Kap], and
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Karel Zimmermann, [Be1], [Sin1]). One problem with the classical theory is the difficulty of explicit calculations : from the birth of our subject (late 19th century) until to very recent work ([Kat4], [KP], [B.B.H], [B.H], [Ra5], [Ra8], [DM]) the only explicit computations we know are for Airy equation [Kap], and
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Uncapacitated lot-sizing: The convex hull of solutions,ormulation of this problem leads to a very large duality gap. Here the convex hull of the solutions of the economic lot-sizing model is given. In addition, an alternative formulation as a simple plant location problem is examined, and here too the convex hull of solutions is obtained.
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,Node-weighted graphs having the König-Egerváry property,ing λ such that the weight of . is equal to the value of λ; the usual König-Egerváry graphs correspond to .=(1, 1, …, 1)..Several characterizations and two polynomial recognition algorithms for .-KEGs are presented. Algorithm 1 either recognizes (.) as being a .-KEG, or else exhibits an ‘obstruction
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