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Title of Journal: Algorithmica

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Abbravation: Algorithmica

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Springer-Verlag

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10.1007/bf02118934

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1432-0541

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An Approximation Algorithm for the Minimum CoPath

Authors: ZhiZhong Chen Guohui Lin Lusheng Wang
Publish Date: 2010/01/21
Volume: 60, Issue: 4, Pages: 969-986
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Abstract

We present an approximation algorithm for the problem of finding a minimum set of edges in a given graph G whose removal from G leaves a graph in which each connected component is a path It achieves a ratio of frac 107 and runs in On 15 time where n is the number of vertices in the input graph The previously best approximation algorithm for this problem achieves a ratio of 2 and runs in On 2 time


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  7. Introduction for S.I. AofA14
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  19. The Parameterized Complexity of Local Search for TSP, More Refined
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