论文标题

迅速变得非常容易的严重问题

Hard Problems That Quickly Become Very Easy

论文作者

Martin, Barnaby, Paulusma, Daniël, Smith, Siani

论文摘要

如果在顶点删除下关闭图形,则图形类是遗传性的。我们给出了NP-螺态,PSPACE结合和Nexptime-Complete问题的示例,这些问题成为每个遗传图类都可以固定的,并不等于所有图形的类别。

A graph class is hereditary if it is closed under vertex deletion. We give examples of NP-hard, PSPACE-complete and NEXPTIME-complete problems that become constant-time solvable for every hereditary graph class that is not equal to the class of all graphs.

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