ZCZ Codes for ASK-CDMA System(<Special Section>Sequence Design and its Application in Communications)
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概要
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This paper presents two kinds of new ZCZ codes consisting of trios of two binary sequences and a bi-phase sequence, which can reach the upper bound on the ZCZ codes. From the viewpoint of sequence design, it is shown that they can provide the most effective ASK-CDMA system, which can remove co-channel interference.
- 社団法人電子情報通信学会の論文
- 2006-09-01
著者
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Kuroyanagi N
Tokyo Univ. Technol. Hachioji‐shi Jpn
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Kuroyanagi Noriyoshi
Katayanagi Research Institute Tokyo University Of Technology
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Kuroyanagi Noriyoshi
Faculty Of Engineering Chubu University
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Matsufuji Shinya
Graduate School Of Science And Engineering Yamaguchi University
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Matsufuji Shinya
Department Of Information Science Saga University
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MATSUMOTO Takahiro
Graduate School of Biological Sciences, Nara Institute of Science and Technology
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Matsumoto Takahiro
Yamaguchi University
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Tanada Yoshihiro
Graduate School Of Science And Engineering Yamaguchi University
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Matsumoto Takahiro
Graduate School Of Biological Sciences Nara Institute Of Science And Technology
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Matsufuji Shinya
Graduate School Of Sci. And Engineering Yamaguchi Univ.
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TANADA Yoshihiro
Graduate School of Science and Engineering, Yamaguchi University
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- Periodicity in One-Dimensional Finite Linear Cellular Automata : General and Mathematical Physics
- On a ZCZ Code including a Sequence Used for a Synchronization Symbol
- A Generalized Construction of Optimal Zero-Correlation Zone Sequence Set from a Perfect Sequence Pair
- The Bank of Matched Filters for an Optical ZCZ Code Using a Sylvester Type Hadamard Matrix(Sequence Design and its Application in Communications)
- ZCZ Codes for ASK-CDMA System(Sequence Design and its Application in Communications)
- Orthogonal Set of Huffman Sequences and Its Application to Suppressed-Interference Quasi-Synchronous CDMA System(Sequence Design and its Application in Communications)
- Compact Matched Filter for Integrand Code Using a Real-Valued Shift-Orthogonal Finite-Length Sequence
- A Ternary Zero-Correlation Zone Sequence Set Having Wide Inter-Subset Zero-Correlation Zone
- Orthogonal and ZCZ Sets of Real-Valued Periodic Orthogonal Sequences from Huffman Sequences
- FOREWORD