基于分治法的坐标记录归并排序分析

Menghan Yan, Wenqian Shang, Mengyi Zhang
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引用次数: 1

摘要

许多可用的算法在结构上是递归的,并且可以一次甚至多次调用典型算法本身来解决紧密相关的子问题。所有这些算法都遵循被称为“分治法”的主要原则,即首先将初始问题分成几个目标相同但规模较小的项目。归并排序使用这种思想来控制复杂性并加快处理时间。坐标记录归并排序算法延续了主要思想,让处理问题逐渐变大,但一开始就直接求出最小子问题的解,也就是说,除法过程变得无用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The analysis of coordinate-recorded merge-sort based on the divide-and-conquer method
Many available algorithms are structurally recursive and can invoke the typical algorithm itself once or even more times to solve tightly related sub-problems. All of these algorithms follow the major principle called Divided-and-Conquer method, which first divides initial problem into several items same in goals but have a smaller scale. The Merge Sort uses this ideology to compass complexity and accelerate processing time. The coordinate-recorded merge sort algorithm continues the main idea, lets the processing problems get larger gradually, but directly works out solutions of the smallest subproblems at the very start, in other words, the dividing process becomes useless.
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