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Titlebook: Kompetenzbasiertes Management in der Produktentwicklung; Make-or-Buy-Entschei Eric Pfaffmann Book 2001 Betriebswirtschaftlicher Verlag Dr.

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es ..,..., .. and . positive integers ..,..., .. such that ⌆.r.= ., there exist . node-disjoint paths of length at most . from . to the .., where .. of them end at ... This concept contains, and is related to, many important concepts used in communications and graph theory. The line digraph of a dig
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Eric Pfaffmannd coverage requirements ., the goal is to find a minimum-sized set of vertices that are incident on at least . edges of color ., for each ., i.e., we need to cover at least . edges of color .. . is similar to . except here we are given a vertex-colored graph and the goal is to cover at least . verti
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Eric Pfaffmanning tokens remain a matching. The . between two configurations of tokens is the minimum number of moves required to transform one into the other. We study the problem of computing the distance between two given configurations. We prove that if source and target configurations are maximal matchings,
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Eric Pfaffmannmber of changes of orientations along the paths connecting a given subset of source-destination couples. The corresponding value is called rank of the set of paths. Besides its theoretical interest, the topic has also practical applications. In fact, the existence of a rank . acyclic orientation for
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Eric Pfaffmannthe different generalizations in Section 3.1 are both operational provided implementations of the underlying data structures for vertices, graphs, and sets are given..If these implementations are too inefficient or are not available at all, transformations of the data structures would have to follow
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Eric Pfaffmannthe different generalizations in Section 3.1 are both operational provided implementations of the underlying data structures for vertices, graphs, and sets are given..If these implementations are too inefficient or are not available at all, transformations of the data structures would have to follow
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