Problem-solving using the extremality principle

J. M., Sridhar S. Iyer
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Abstract

The extremality principle is one of the commonly used problem solving strategies. It involves looking at the extremal cases of a problem in order to obtain insight about the general structure. Though the principle is widely known, its use in designing algorithms is rarely discussed in CS literature. We present a methodology based on the extremality principle that is useful in solving a wide variety of algorithmic problems. We illustrate the effectiveness of the methodology by deriving solutions to three difficult problems. We believe that the key steps involved in our methodology can be taught to students as individual drills. We have anecdotal evidence for the teachability of the method.
用极值原理解决问题
极值原则是常用的问题解决策略之一。它包括观察问题的极端情况,以获得对总体结构的洞察。虽然这个原理广为人知,但在计算机科学文献中很少讨论它在设计算法中的应用。我们提出了一种基于极值原理的方法,该方法可用于解决各种各样的算法问题。我们通过推导三个难题的解来说明该方法的有效性。我们相信在我们的方法中所涉及的关键步骤可以作为个别练习教给学生。我们有轶事证据证明这种方法是可教的。
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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