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Titlebook: Industrial Project Management; International Standa Stefano Tonchia Book 2018Latest edition Springer-Verlag GmbH Germany, part of Springer

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Stefano Tonchia applications in computational geometry and other related fields. Specifically, in numerical solutions for scientific and engineering applications, poorly shaped triangles can cause serious difficulty. Traditionally, triangulations which minimize the maximum angle, maximize the minimum angle, minimi
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Stefano Tonchiactive of every selfish task is the minimization of its completion time while the aim of the mechanism is the minimization of the sum of weighted completion times. For the model ., we prove that there is no .-approximate deterministic truthful algorithm and no .-approximate randomized truthful algori
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Stefano Tonchiactive of every selfish task is the minimization of its completion time while the aim of the mechanism is the minimization of the sum of weighted completion times. For the model ., we prove that there is no .-approximate deterministic truthful algorithm and no .-approximate randomized truthful algori
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t in the subgraph of . induced by the two color classes of . and ., and then swap the colors . and . in the component. Two .-colorings are called Kempe-equivalent if one can be transformed into the other by a sequence of Kempe-changes. We consider two problems, defined as follows: First, given two .
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Stefano Tonchiame slices, two methods (TSC-FTC, FTC-TW) based on Group Set Cover have been proposed to optimize full-view coverage of targets problem. In TSC-FTC, the set of sensors that can cover the most targets are chosen using Group Set Cover in each time slice, and the total number of targets covered througho
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