Abstract

A chaotic pseudorandom bit generator (PRBG) using n-dimensional NDF is proposed. To overcome the effects of finite wordlength to NDF and to hide its dynamic behavior, a coupling method followed by a quantization function is adopted. Detailed theoretical analyses show that the proposed PRBG has perfect cryptographic properties, and can be used to construct stream ciphers with higher security than other chaotic ciphers. Moreover, it is much faster than other chaotic pseudo random number generators due to the inherent parallel structure of NDF. Finally, some experiments are made for confirmation.

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