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2010•Systems engineering and electronicsRequires access

Binary complementary sequence pair set

Jufeng Dai

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Abstract

A new perfect form of discrete signals,binary complementary sequence pair set,is presented under aperiodic correlation conditions.The properties and construction methods of it are studied.Based on these techniques,a great quantity of binary complementary sequence pair sets are obtained.Compared with the traditional form of sequences,it both extends the existent scope of perfect discrete signals and uses as multi-user signals for practical engineering applications.

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What this paper is about

A new perfect form of discrete signals,binary complementary sequence pair set,is presented under aperiodic correlation conditions.The properties and construction methods of it are studied.Based on these techniques,a great quantity of binary complementary sequence pair sets are obtained.Compared with the traditional form of sequences,it both extends the existent scope of perfect discrete signals and uses as multi-user signals for practical engineering applications.

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Available abstract

A new perfect form of discrete signals,binary complementary sequence pair set,is presented under aperiodic correlation conditions.The properties and construction methods of it are studied.Based on these techniques,a great quantity of binary complementary sequence pair sets are obtained.Compared with the traditional form of sequences,it both extends the existent scope of perfect discrete signals and uses as multi-user signals for practical engineering applications.

Key concepts: Aperiodic graph, Complementary sequences, Sequence (biology), Binary number, Pseudorandom binary sequence, Set (abstract data type), Scope (computer science), Algorithm

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