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Achieving Higher Success Probability in Time-Memory Trade-Off Cryptanalysis without Increasing Memory Size

机译:在不增加内存大小的情况下,在时间内存折衷密码分析中获得更高的成功概率

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The time-memory trade-off cryptanalysis for block ciphers with a search space of size 2~N (N: key length) cannot achieve a success probability excceding 63. This is caused by some unavoidable overlapping of keys in the space. For elavating the success probability of finding the correct key, a larger search space is necessary. That is, the increase of time complexity for precomputation would be inevitable. This paper theoretically shows, however, no further price is required for the size of look-up tables for the number of encryptions for searching for the key that matches the given ciphertext - plaintext pairs. This theory is confirmed by some empilical results.
机译:搜索空间大小为2〜N(N:密钥长度)的分组密码的时间记忆权衡加密分析无法获得超过63的成功概率。这是由于该空间中某些不可避免的密钥重叠造成的。为了消除找到正确密钥的成功概率,需要更大的搜索空间。即,不可避免地会增加用于预计算的时间复杂度。从理论上讲,本文表明,对于用于查找与给定密文-明文对匹配的密钥的加密次数,查找表的大小不需要进一步的价格。这一理论得到了一些经验性结果的证实。

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