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Algorithms for ?1-Embeddability and Related Problems

机译:?1 -可嵌入性算法及相关问题

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Assouad has shown that a real-valued distance d = (dij)1 ≤ i < j ≤ n is isometrically embeddable in ?1space if and only if it belongs to the cut cone on n points. Determining if this condition holds is NP-complete. We use Assouad's result in a constructive column generation algorithm for ?1-embeddability. The subproblem is an unconstrained 0-1 quadratic program, solved by Tabu Search and Variable Neighborhood Search heuristics as well as by an exact enumerative algorithm. Computational results are reported. Several ways to approximate a distance which is not ?1-embeddable by another one which is are also studied.
机译:Assouad表明,当且仅当属于切圆锥时,实值距离d =(dij )1≤i 等距可嵌入到?1 空间中在n点上。确定该条件是否成立是NP完全的。我们将Assouad的结果用于构造?1 可嵌入性的构造列生成算法中。子问题是不受约束的0-1二次程序,可以通过禁忌搜索和可变邻域搜索启发式方法以及精确的枚举算法来解决。报告了计算结果。还研究了几种近似非另一方可嵌入的距离的方法。

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