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Some Further Results of Pseudorandom Binary Sequences Derived from the Discrete Logarithm in Finite Fields

摘要


In this paper, we study the linear complexity of pseudorandom binary sequences of period p^r (an odd prime power) derived from the discrete logarithm in finite fields. We determine the exact values of the linear complexity of the sequences for odd r≥3 and the k-error linear complexity for k < (p - 1)/2. The results extend that of Z. Chen and Q. Wang from an earlier work.

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