A win-win algorithm for the $(k+1)$-LST/$k$-pathwidth problem

A. G. Klyuchikov, M. Vyalyi
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Abstract

— We describe a Win/Win algorithm that produces in time polynomial in the size of a graph G and a given parameter k either a spanning tree with at least k + 1 leaves or a path decomposition of width at most k . This algorithm is optimal due to the path decomposition theorem.
$(k+1)$-LST/$k$-路径宽度问题的双赢算法
-我们描述了一种双赢算法,该算法在给定参数k和图G大小的时间多项式上产生至少有k + 1个叶子的生成树或宽度最多为k的路径分解。由于路径分解定理,该算法是最优的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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