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The analysis of the number of fixed points in the key extending algorithm of RC4

The analysis of the number of fixed points in the key extending algorithm of RC4
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摘要 The probabilities of the state transitions of the initial value So in the S table of RC4 are described by a kind of bistochastic matrices, and then a computational formula for such bistochastic matrices is given, by which the mathematical expectation of the number of fixed points in the key extending algorithm of RC4 is obtained. As a result, a statistical weakness of the key extending algorithm of RC4 is presented. The probabilities of the state transitions of the initial value S 0 in the S table of RC4 are described by a kind of bistochastic matrices, and then a computational formula for such bistochastic matrices is given, by which the mathematical expectation of the number of fixed points in the key extending algorithm of RC4 is obtained. As a result, a statistical weakness of the key extending algorithm of RC4 is presented.
出处 《Science China Mathematics》 SCIE 2008年第3期407-415,共9页 中国科学:数学(英文版)
基金 the National Natural Science Foundation of China (Grant No. 10371061)
关键词 bistochastic MATRIX fixed point KEY EXTENDING ALGORITHM RC4 state transition probability MATRIX bistochastic matrix fixed point key extending algorithm RC4 state transition probability matrix 94A60 37C25 60J10 11A05
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参考文献6

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