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Evolutionary Random Sequence Generator Based on LFSR

Huanguo Zhang

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Abstract

The random number generated by random sequence generator based on Linear Feedback Shift Register(LFSR) has low linear complexity. This paper proposes a new random sequencer generator to solve this problem. Genetic algorithm is used to evolve the sequences produced by LFSR to improve the linear complexity of the random number generator based on LFSR. The new sequence can pass the statistical test suit SP800-22. The result of tests shows the new sequence owns longer period and higher linear complexity, meeting the requirements of security protocols and encryption.

About this research paper

What this paper is about

The random number generated by random sequence generator based on Linear Feedback Shift Register(LFSR) has low linear complexity. This paper proposes a new random sequencer generator to solve this problem. Genetic algorithm is used to evolve the sequences produced by LFSR to improve the linear complexity of the random number generator based on LFSR. The new sequence can pass the statistical test suit SP800-22. The result of tests shows the new sequence owns longer period and higher linear complexity, meeting the requirements of security protocols and encryption.

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Available abstract

The random number generated by random sequence generator based on Linear Feedback Shift Register(LFSR) has low linear complexity. This paper proposes a new random sequencer generator to solve this problem. Genetic algorithm is used to evolve the sequences produced by LFSR to improve the linear complexity of the random number generator based on LFSR. The new sequence can pass the statistical test suit SP800-22. The result of tests shows the new sequence owns longer period and higher linear complexity, meeting the requirements of security protocols and encryption.

Key concepts: Linear feedback shift register, Pseudorandom number generator, Computer science, Shift register, Self-shrinking generator, Generator (circuit theory), Sequence (biology), Random number generation

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