利用定量笛卡尔霍尔逻辑精确检测侧信道漏洞

Jia Chen, Yu Feng, Işıl Dillig
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引用次数: 62

摘要

本文介绍了Themis,一个端到端静态分析工具,用于查找Java应用程序中的资源使用侧通道漏洞。我们引入了有界不干涉的概念,这是Goguen和Meseguer著名的不干涉原理的一种变体和松弛。然后,我们提出了定量笛卡尔霍尔逻辑(QCHL),一种验证有界无干扰的程序逻辑。我们的工具Themis将CHL中的自动推理与轻量级静态污染分析相结合,以提高可伸缩性。我们在著名的Java应用程序上评估了Themis,并证明了Themis可以在广泛使用的程序中发现未知的侧通道漏洞。我们还表明,Themis可以验证易受攻击程序的修复版本中是否存在漏洞,并且Themis与Blazer相比更具优势,Blazer是一种用于在Java应用程序中查找时序侧通道的最先进的静态分析工具。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Precise Detection of Side-Channel Vulnerabilities using Quantitative Cartesian Hoare Logic
This paper presents Themis, an end-to-end static analysis tool for finding resource-usage side-channel vulnerabilities in Java applications. We introduce the notion of epsilon-bounded non-interference, a variant and relaxation of Goguen and Meseguer's well-known non-interference principle. We then present Quantitative Cartesian Hoare Logic (QCHL), a program logic for verifying epsilon-bounded non-interference. Our tool, Themis, combines automated reasoning in CHL with lightweight static taint analysis to improve scalability. We evaluate Themis on well known Java applications and demonstrate that Themis can find unknown side-channel vulnerabilities in widely-used programs. We also show that Themis can verify the absence of vulnerabilities in repaired versions of vulnerable programs and that Themis compares favorably against Blazer, a state-of-the-art static analysis tool for finding timing side channels in Java applications.
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