An approach to classify algorithms by complexity

O. Hornyák
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Abstract

This paper investigates computer algorithms complexity, which takes an important role in software design. An algorithm is a finite set of instructions, those if followed, accomplishes a particular task. It is not language specific; any language and symbolscan represent instructions. While complexity is usually in terms of time, sometimes complexity is also analyzed in terms of space, which translates to the algorithm's memory requirements. The paper gives an overview of the most widely used O notation. Experienced programmers can evaluate the time and memory complexity of a block of source code; however, this is not possible when the algorithm is available in the form of an executable. In this paper amethod is proposed to evaluate algorithms without havingthe source code. The potential drawbacks of the proposal are also considered.
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一种按复杂度对算法进行分类的方法
本文研究了计算机算法的复杂性,它在软件设计中起着重要的作用。算法是一组有限的指令,如果遵循这些指令,就能完成特定的任务。它不是特定于语言的;任何语言和符号都可以表示指令。虽然复杂性通常以时间为单位,但有时也会以空间为单位来分析复杂性,这转化为算法的内存需求。本文概述了最广泛使用的0符号。有经验的程序员可以评估源代码块的时间和内存复杂性;但是,当算法以可执行文件的形式可用时,这是不可能的。本文提出了一种无需源代码就能对算法进行评估的方法。该建议的潜在缺点也被考虑。
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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