System dependence graph construction for recursive programs

P. Livadas, S. Croll
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引用次数: 9

Abstract

In a previous paper we demonstrated that a parse-tree-based system dependence graph (SDG) provides us with smaller and therefore more precise slices than a statement-based SDG. Furthermore, we described extensions to the SDG that were made to handle particular constructs found in ANSI C. In this paper, we describe a new method for the calculation of transitive dependences (in the presence of recursion) and therefore build a SDG that does not require calculation of the GMOD and GREF sets. Furthermore, this method does not require construction of a linkage grammar and its corresponding subordinate characteristic graphs. Additionally, we illustrate the versatility of the SDG as an internal program representation by briefly presenting a tool that we have developed that can perform interprocedural slicing, dicing, and ripple analysis in addition to other software engineering activities on programs written in a subset of ANSI C.<>
递归程序的系统依赖图构造
在之前的一篇论文中,我们证明了基于解析树的系统依赖图(SDG)为我们提供了比基于语句的SDG更小、因此更精确的切片。此外,我们描述了SDG的扩展,用于处理ANSI c中的特定结构。在本文中,我们描述了一种计算传递依赖关系的新方法(在递归存在的情况下),因此构建了不需要计算GMOD和GREF集的SDG。此外,该方法不需要构建链接语法及其相应的从属特征图。此外,我们通过简要介绍我们开发的一个工具来说明SDG作为内部程序表示的多功能性,该工具可以在用ANSI c子集编写的程序上执行过程间切片、切块和波纹分析,以及其他软件工程活动。
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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