浮点符号执行:n版本编程中的一个案例研究

D. Liew, Daniel Schemmel, Cristian Cadar, A. Donaldson, Rafael Zähl, Klaus Wehrle
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引用次数: 30

摘要

符号执行是一种众所周知的用于测试软件的程序分析技术,它大量使用了约束求解器。最近对浮点约束求解的支持使得在符号执行工具中支持浮点推理成为可能。在本文中,我们介绍了两个研究团队的经验,他们独立地为KLEE(一种流行的符号执行引擎)添加了浮点支持。由于两个团队独立开发了各自的扩展,因此这为在两个实现之间进行严格比较创造了难得的机会,本质上是对n版本编程的现代案例研究。作为比较的一部分,我们报告了每个团队所采取的不同设计和实现决策,并展示了它们对严格组装和测试的基准集的影响,这本身就是本文的贡献。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Floating-point symbolic execution: A case study in N-version programming
Symbolic execution is a well-known program analysis technique for testing software, which makes intensive use of constraint solvers. Recent support for floating-point constraint solving has made it feasible to support floating-point reasoning in symbolic execution tools. In this paper, we present the experience of two research teams that independently added floating-point support to KLEE, a popular symbolic execution engine. Since the two teams independently developed their extensions, this created the rare opportunity to conduct a rigorous comparison between the two implementations, essentially a modern case study on N-version programming. As part of our comparison, we report on the different design and implementation decisions taken by each team, and show their impact on a rigorously assembled and tested set of benchmarks, itself a contribution of the paper.
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