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1990•Electronics LettersRequires access

New complementary pairs of sequences

Srdjan Budisin

Open publisher page 86 citations

Abstract

A general method for construction of polyphase complementary pairs of sequences of length 2N is presented. This method is based on the recursive algorithms introduced by Golay for binary sequences and by Sivaswamy for polyphase sequences. A modification of the proposed algorithm can generate multilevel and complex sequences of magnitude different from unity. The proposed sequences are suitable for radar applications where complementary sequences different from the known binary sequences are required.

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What this paper is about

A general method for construction of polyphase complementary pairs of sequences of length 2N is presented. This method is based on the recursive algorithms introduced by Golay for binary sequences and by Sivaswamy for polyphase sequences. A modification of the proposed algorithm can generate multilevel and complex sequences of magnitude different from unity. The proposed sequences are suitable for radar applications where complementary sequences different from the known binary sequences are required.

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OpenAlex reports 86 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

A general method for construction of polyphase complementary pairs of sequences of length 2N is presented. This method is based on the recursive algorithms introduced by Golay for binary sequences and by Sivaswamy for polyphase sequences. A modification of the proposed algorithm can generate multilevel and complex sequences of magnitude different from unity. The proposed sequences are suitable for radar applications where complementary sequences different from the known binary sequences are required.

Key concepts: Polyphase system, Complementary sequences, Binary Golay code, Binary number, Algorithm, Mathematics, Radar, Computer science

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