Formal Development of Non-recursive Algorithm for L-system Based Koch Curve

Zhu Wei, Run-Jie Liu, Jin-Yuan Shen, Wei-Xin Mu
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Abstract

Formal method is an important approach for construction of the trustworthy software. Koch curve is one of the typical fractals. Employing PAR method and the strategy of developing loop invariant, this paper develops non-recursive algorithmic program of L system based Koch curve and verifies the program formally. This paper aims at non-recursive algorithms directly", "and achieves loop invariant of L system based Koch curve with readable", "efficient and reliable non-recursive algorithm finally. The paper contributes to developing non-recursive algorithm using formal method and new strategy of developing loop invariant.
基于l -系统的Koch曲线非递归算法的形式化发展
形式化方法是构建可信软件的重要方法。科赫曲线是一种典型的分形。采用PAR方法和开发循环不变量的策略,开发了基于Koch曲线的L系统的非递归算法程序,并对程序进行了形式化验证。本文直接针对非递归算法,最终实现了基于可读的L系统Koch曲线的循环不变量、高效可靠的非递归算法。本文利用形式化方法和开发循环不变量的新策略开发了非递归算法。
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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