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Recovering RSA Secret Keys from Noisy Key Bits with Erasures and Errors

机译:从嘈杂的钥匙位恢复RSA秘密密钥,擦除和错误

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We discuss how to recover RSA secret keys from noisy key bits with erasures and errors. There are two known algorithms recovering original secret keys from noisy keys. At Crypto 2009, Heninger and Shacham proposed a method for the case where an erroneous version of secret keys contains only erasures. Subsequently, Henecka et al. proposed a method for an erroneous version containing only errors at Crypto 2010. For physical attacks such as side-channel and cold boot attacks, we need to study key recovery from a noisy secret key containing both erasures and errors. In this paper, we propose a method to recover a secret key from such an erroneous version and analyze the condition for error and erasure rates so that our algorithm succeeds in finding the correct secret key in polynomial time. We also evaluate a theoretical bound to recover the secret key and discuss to what extent our algorithm achieves this bound.
机译:我们讨论如何从嘈杂的钥匙位恢复RSA秘密密钥,擦除和错误。有两种已知的算法从嘈杂的键中恢复原始秘密键。在Crypto 2009,Henter和Shacham提出了一种用于秘密密钥的错误版本仅包含擦除的情况的方法。随后,Henecka等。提出了一种错误版本的方法,该方法仅包含Crypto 2010的错误。对于诸如侧通道和冷启动攻击之类的物理攻击,我们需要研究从包含擦除和错误的嘈杂的密钥恢复密钥恢复。在本文中,我们提出了一种从这种错误版本中恢复秘密密钥的方法,并分析错误和擦除速率的条件,以便我们的算法成功地找到了多项式时间中的正确秘密密钥。我们还评估了一个理论肯定,以恢复秘密密钥,并讨论我们算法在多大程度上实现了这一界限。

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