Lower Bounds on the Maximum Partial Correlations of Frequency Hopping Sequence Set with Low Hit Zone

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概要

• 論文の詳細を見る

• In order to evaluate the goodness of frequency hopping sequence design, the periodic Hamming correlation function is used as an important measure. Usually, the length of correlation window is shorter than the period of the chosen frequency hopping sequence, so the study of the partial Hamming correlation of frequency hopping sequence is particularly important. In this paper, the maximum partial Hamming correlation lower bounds of frequency hopping sequences with low hit zone, with respect to the size of the frequency slot set, the length of correlation window, the family size, the low hit zone, the maximum partial Hamming autocorrelation and the maximum partial Hamming crosscorrelation are established. It is shown that the new bounds include the known Lempel-Greenberger bound, Peng-Fan bounds, Eun-Jin-Hong-Song bound and Peng-Fan-Lee bounds as special cases.

• （社）電子情報通信学会の論文
• 2010-11-01

著者

• Peng Daiyuan

  Institute Of Mobile Communications Southwest Jiaotong University

• Liu Xing

  Provincial Key Lab Of Information Coding And Transmission Institute Of Mobile Communications Southwe

• Peng Daiyuan

  Provincial Key Lab Of Information Coding And Transmission Institute Of Mobile Communications Southwe

• Niu Xianhua

  Provincial Key Lab Of Information Coding And Transmission Institute Of Mobile Communications Southwe

• Liu Fang

  Provincial Key Laboratory Of Information Coding And Transmission Institute Of Mobile Communications

• Liu Fang

  Provincial Key Lab Of Information Coding And Transmission Inst. Of Mobile Communications Southwest J

• Peng Daiyuan

  Provincial Key Lab Of Information Coding And Transmission Inst. Of Mobile Communications Southwest J

関連論文

• Bounds on Aperiodic Autocorrelation and Crosscorrelation of Binary LCZ/ZCZ Sequences(Spread Spectrum Technologies and Applications)
• Construction of Sequences with Large Zero Correlation Zone(Spread Spectrum Technologies and Applications)
• Lower Bounds on the Aperiodic Hamming Correlations of Frequency Hopping Sequences with Low Hit Zone
• New p-Ary Sequences with Low Correlation and Large Family Size
• Lower Bounds on the Maximum Partial Correlations of Frequency Hopping Sequence Set with Low Hit Zone
• A New Set of Optimal Frequency-Hopping Sequences
• Performance of a Novel MFSK/FHMA System Employing No-Hit Zone Sequence Set over Rayleigh Fading Channel
• On the Linear Complexity of Chung-Yang Sequences over GF(q)
• Lower Bounds on the Aperiodic Hamming Correlations of Frequency Hopping Sequences
• New Classes of Optimal Low Hit Zone Frequency Hopping Sequences with New Parameters by Interleaving Technique

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