2015•IEICE Transactions on Fundamentals of Electronics Communications and Computer SciencesRequires access

Autocorrelation of Modified Legendre-Sidelnikov Sequences

Tongjiang Yan, Huadong Liu, Yuhua Sun

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Abstract

In this paper, we modify the Legendre-Sidelnikov sequence which was defined by M. Su and A. Winterhof and consider its exact autocorrelation values. This new sequence is balanced for any p,q and proved to possess low autocorrelation values in most cases.

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What this paper is about

In this paper, we modify the Legendre-Sidelnikov sequence which was defined by M. Su and A. Winterhof and consider its exact autocorrelation values. This new sequence is balanced for any p,q and proved to possess low autocorrelation values in most cases.

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Available abstract

In this paper, we modify the Legendre-Sidelnikov sequence which was defined by M. Su and A. Winterhof and consider its exact autocorrelation values. This new sequence is balanced for any p,q and proved to possess low autocorrelation values in most cases.

Key concepts: Autocorrelation, Legendre polynomials, Sequence (biology), Mathematics, Applied mathematics, Combinatorics, Statistics, Mathematical analysis

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