Titlebook: ;

谆谆教诲

把…比做

诱惑

Modernes Marketing — Moderner Handelnsion at most 2. As consequences we are able to give obstructions for the class of bounded tolerance graphs and to give an example of a graph which is alternatingly orientable but not a tolerance graph. We also characterize the tolerance graphs among the complements of trees

Largess

https://doi.org/10.1007/978-3-322-84636-5mplete even for interval orders. If each job has a specified type and processors can only execute jobs with one type, the problem can be solved in polynomial time. The same holds if the deadline is constant. At last we give a heuristic for the scheduling problem restricted to an interval order with

听觉

镇痛剂

https://doi.org/10.1007/978-3-658-10317-0artial k-trees are solved in linear time, when the number of colors is a constant and by O(¦V¦.)-algorithmsin general. For trees, we improve this to linear time. In contrast to that, . and . differ in complexity for cographs. While the first has a linear algorithm, the second is shown NP-complete. W

Rustproof

https://doi.org/10.1007/978-3-322-93297-6tance, some one-output Boolean function . (corresponding to a deterministic context-free language) requiring exponential number of processors to be computed in polylogarithmic time by unbounded-degree networks with polylogarithmic separators (for instance, trees) is presented. If one restricts the c

名次后缀

发誓放弃

https://doi.org/10.1007/978-3-322-89476-2es an initial effort at combining topological invariants with combinatorial analysis to design efficient graph isomorphism algorithms. In particular, a linear time algorithm for isomorphism of graphs of bounded average genus is presented.

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