A New Construction of Optimal LCZ Sequence Sets
スポンサーリンク
概要
- 論文の詳細を見る
In this correspondence, we devise a new method for constructing a ternary column sequence set of length 3m+1-1 form ternary sequences of period 3m-1 with ideal autocorrelation, and the ternary LCZ sequence set of period 3n-1 is constructed by using the column sequence set when (m+1)|n. In addition, the method is popularized to the p-ary LCZ sequence. The resultant LCZ sequence sets in this paper are optimal with respect to the Tang-Fan-Matsufuji bound.
著者
-
Li Gang
College Of Information Engineering Zhejiang University Of Technology
-
Li Yubo
College Of Information Science And Engineering Yanshan University
-
XU Chengqian
College of Information Science and Engineering, Yanshan University
-
Liu Kai
College Of Information Science And Engineering Yanshan University
-
Xu Chengqian
College Of Information Science And Engineering Yanshan University
-
LI Yubo
College of Information Science and Engineering, Yanshan University
-
YU Sai
College of Information Science and Engineering, Yanshan University
関連論文
- Habitat Suitability Index of Chub Mackerel (Scomber japonicus) from July to September in the East China Sea
- An Accurate Scheme for Channel Parameter Estimation in Mobile Propagations
- Construction of Mutually Orthogonal Zero Correlation Zone Polyphase Sequence Sets
- New Method to Extend the Number of Quaternary Low Correlation Zone Sequence Sets
- The Constructions of Almost Binary Sequence Pairs and Binary Sequence Pairs with Three-Level Autocorrelation
- Construction of Optimal Low Correlation Zone Sequence Sets Based on DFT Matrices
- A New Construction of Optimal LCZ Sequence Sets
- Almost Quadriphase Sequences with Even Period and Low Autocorrelation
- Construction of Shift Distinct Sequence Sets with Zero or Low Correlation Zone
- Odd Perfect Sequences and Sequence Sets with Zero Odd Correlation Zone over the 8-QAM+ Constellation