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An Improved Randomized Approximation Algorithm for Maximum Triangle Packing

机译:一种改进的随机逼近算法,用于最大三角形包装

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This paper deals with the maximum triangle packing problem. For this problem, Hassin and Rubinstein gave a randomized polynomial-time approximation algorithm and claimed that it achieves an expected ratio of 89/169(1-ε) for any constant ε>0. However, their analysis was flawed. We present a new randomized polynomial-time approximation algorithm for the problem which achieves an expected ratio very close to their claimed expected ratio.
机译:本文涉及最大三角形包装问题。对于该问题,Hassin和Rubinstein对随机化多项式近似算法进行了一种,并因此要求它实现任何恒定ε> 0的预期比率为89/169(1-ε)。但是,他们的分析有缺陷。我们为该问题提供了一种新的随机多项式近似算法,其实现了非常接近其所要求保护的预期比率的预期比率。

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