仔细观察键盘声发射:随机密码,打字风格和解码技术

Tzipora Halevi, Nitesh Saxena
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引用次数: 54

摘要

我们仔细研究键盘声发射,专门用于窃听随机密码。在这个场景中,字典和HMM语言模型不适用;攻击者只能利用已记录的原始声学信息。为了达到我们的目的,我们研究了几种现有的信号处理技术,并引入了一种新的技术——时频解码——与以前的技术相比,它提高了检测精度。我们还仔细检查了打字风格对检测准确性的影响——这是一个在很大程度上被先前研究忽略的关键变量。我们的结果表明,使用相同的输入风格(hunt and peck)来训练和解码数据,正确检测输入键的最佳案例成功率为每个字符64%。结果还表明,在解码阶段,将打字风格改为触摸打字会降低成功率,但使用时频技术,我们仍然可以实现每个字符40%左右的成功率。我们的工作将键盘声学攻击向前推进了一步,使其更接近于现实场景下(不同的打字风格和随机密码)的成熟漏洞。我们的研究结果表明,虽然这些攻击的性能在这种条件下会下降,但利用时间-频率技术仍然有可能大大降低检索随机密码的穷举搜索复杂性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A closer look at keyboard acoustic emanations: random passwords, typing styles and decoding techniques
We take a closer look at keyboard acoustic emanations specifically for the purpose of eavesdropping over random passwords. In this scenario, dictionary and HMM language models are not applicable; the attacker can only utilize the raw acoustic information which has been recorded. We investigate several existing signal processing techniques for our purpose, and introduce a novel technique -- time-frequency decoding -- that improves the detection accuracy compared to previous techniques. We also carefully examine the effect of typing style -- a crucial variable largely ignored by prior research -- on the detection accuracy. Our results show that using the same typing style (hunt and peck) for both training and decoding the data, the best case success rate for detecting correctly the typed key is 64% per character. The results also show that changing the typing style, to touch typing, during the decoding stage reduces the success rate, but using the time-frequency technique, we can still achieve a success rate of around 40% per character. Our work takes the keyboard acoustic attack one step further, bringing it closer to a full-fledged vulnerability under realistic scenarios (different typing styles and random passwords). Our results suggest that while the performance of these attacks degrades under such conditions, it is still possible, utilizing the time-frequency technique, to considerably reduce the exhaustive search complexity of retrieving a random password.
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