一种阻塞彩虹表时间-内存权衡方法

Hongwei Lu, Xiaoheng Zhu, Zaobin Gan
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引用次数: 1

摘要

彩虹表算法在密码恢复中得到了广泛应用。然而,它面临着太多的时间或空间消耗的问题。因此,本文提出了一种阻塞彩虹表时间-记忆权衡(BRT3)方法,并给出了具体实现。在新方法中,存储每个起始点的位置而不是起始点,以减少存储消耗。使用多个彩虹块来降低链的合并概率,提高密码破解的成功率。为了缩短密码分析时间,采用了块存储结构。我们还分析了现有的时间-记忆权衡方法,并进行了对比实验来评估其性能。实验结果表明,在2GB内存的普通台式计算机上,BRT3方法在破解200 MS-Windows LM密码哈希时,密码分析时间不超过2分钟。此外,BRT3方法还可以实现存储需求减少50%,成功率提高11%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Blocked Rainbow Table Time-Memory Trade-Off Method
The rainbow table algorithm has been widely applied to password recovery. However, it faces the issue of too much time or space consumption. Thus in this paper, a blocked rainbow table time-memory trade-off (BRT3) is proposed along with practical implementations. In the new method, the position of each starting point is stored instead of the starting point to reduce the storage consumption. Multiple rainbow blocks are used to reduce the merge probability of chains and improve the success rate of password cracking. A blocked memory structure is adopted to reduce the cryptanalysis time. We also analyze the existing time-memory trade-off methods and carry out comparison experiments to evaluate the performance. The experimental results show that the cryptanalysis time of the BRT3 method is no more than 2 minutes when cracking 200 MS-Windows LM password hashes on a general desktop machine with 2GB memory. What's more, the BRT3 method can also achieve up to a 50% reduction in the storage requirement and acquire an 11% increase in the success rate.
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