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A New-Old Algorithm for Minimum-cut and Maximum-flow in Closure Graphs

机译:闭合图中最小切割和最大流量的新旧算法

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摘要

We present an algorithm for solving the minimum-cut problem on closure graphs without maintaining flow values. The algorithm is based on an optimization al- gorithm for the open-pit mining problem that was pre- sented in 1964(and published in 1965)by Lerchs and Grossmann. The Lerchs-Grossmann aglorithm(LG al- Gorithm)solves the maximum closure which is equiva- Lent to the minimum-cut problem. Yet, it appears sub- Stantially different from other algorithms known for Solving the minimum-cut problem and does not employ And concept of flow.
机译:我们提出了一种在不保持流量值的情况下解决闭合图上最小割问题的算法。该算法基于针对露天采矿问题的优化算法,该算法由Lerchs和Grossmann于1964年提出(于1965年发布)。 Lerchs-Grossmann aglorithm(LG al-Gorithm)解决了相当于最小割问题的最大闭合问题。但是,它似乎与其他解决最小割问题的算法有很大不同,并且没有采用“与”的概念。

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