“进位排序”算法的复杂度研究

P. Sethuraman, L. Rajamani
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引用次数: 0

摘要

层次结构生成是关系数据库管理系统中非常熟悉和不断发展的概念。目前有很多方法可用于生成和管理层次结构。而顺位排序算法是一种动态生成层次结构的新方法,是物化路径的子集。在本文中,我们将从时间和空间的角度对“Carry-along Sort”算法进行复杂度研究,从而将该算法的效率与其他现有方法进行比较。复杂性与性能度量有关,与程序的复杂性无关。我们将看到,选择哪些操作是时间关键的,什么构成空间单元因应用而异。在选择解决给定问题的算法时,复杂性研究起着至关重要的作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Complexity study on "Carry-along Sort" algorithm
Hierarchy generation is the very familiar and evolving concept in Relational database management system. There are so many methods currently available to generate as well manage hierarchies. But, carry along sort algorithm is the new method which is used to generate hierarchies dynamically and it is the subset of materialized path. In this paper, we are going to perform the complexity study against "Carry-along Sort" Algorithm in terms of time and space so that the efficiency of this algorithm can be compared with other existing methods. Complexity is about performance measures, NOT about the intricacy of programs. The choice of which operations are time critical and what constitutes a space cell varies according to application, as we shall see. Complexity study plays a vital role at the time of choosing an algorithm to solve a given problem.
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