2010Unpublished venueRequires access

New Methods to Construct Golay Complementary Sequences Over the QAM Constellation.

Wenping Ma, Yang Chen, Shaohui Sun

Open publisher page 10 citations

Abstract

Abstract. In this paper, based on binary Golay complementary se-quences, we propose some methods to construct Golay complementary sequences of length 2n for integer n, over theM2-QAM constellation and 2M-Q-PAM constellations,where M = 2m for integer m. A method to judge whether a sequence constructed using the new general offset pairs over the QAM constellation is Golay complementary sequence is proposed. Base on this judging rule, we can construct many new Golay complementary sequences. In particular, we study Golay complementary sequences over 16-QAM constellation and 64-QAM constellation,many new Golay complementary sequences over these constellations have been found.

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What this paper is about

Abstract. In this paper, based on binary Golay complementary se-quences, we propose some methods to construct Golay complementary sequences of length 2n for integer n, over theM2-QAM constellation and 2M-Q-PAM constellations,where M = 2m for integer m. A method to judge whether a sequence constructed using the new general offset pairs over the QAM constellation is Golay complementary sequence is proposed. Base on this judging rule, we can construct many new Golay complementary sequences. In particular, we study Golay complementary sequences over 16-QAM constellation and 64-QAM constellation,many new Golay complementary sequences over these constellations have been found.

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Available abstract

Abstract. In this paper, based on binary Golay complementary se-quences, we propose some methods to construct Golay complementary sequences of length 2n for integer n, over theM2-QAM constellation and 2M-Q-PAM constellations,where M = 2m for integer m. A method to judge whether a sequence constructed using the new general offset pairs over the QAM constellation is Golay complementary sequence is proposed. Base on this judging rule, we can construct many new Golay complementary sequences. In particular, we study Golay complementary sequences over 16-QAM constellation and 64-QAM constellation,many new Golay complementary sequences over these constellations have been found.

Key concepts: Binary Golay code, Complementary sequences, QAM, Ternary Golay code, Mathematics, Integer (computer science), Constellation, Algorithm

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