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Variable neighborhood search for extremal graphs: 1 The AutoGraphiX system

机译:极值图的可变邻域搜索:1 AutoGraphiX系统

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摘要

Finding extremal graphs for expressions involving one or more invariants is viewed as a problem of combinatorial optimization. The recent Variable Neighborhood Search metaheuristic is used to solve it. Neighborhoods are defined by addition, removal or exchange of edges, removal of pendant vertices and similar transformations. First results, obtained with the system AutoGraphiX, are presented: many extremal graphs are determined, three conjectures from Graffiti are refuted, other conjectures are sharpened and new ones proposed.
机译:查找涉及一个或多个不变量的表达式的极值图被视为组合优化的问题。最近的可变邻域搜索元启发式用于解决它。邻域是通过增加,移除或交换边缘,移除悬垂顶点和类似变换来定义的。给出了使用AutoGraphiX系统获得的第一个结果:确定了许多极值图,驳斥了来自Graffiti的三个猜想,对其他猜想进行了改进,并提出了新的猜想。

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