Lower bounds on the periodic Hamming correlations of frequency hopping sequences with low hit zone
Lower bounds on the periodic Hamming correlations of frequency hopping sequences with low hit zone
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DOI：
10.1007/s11432-006-0208-6
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发表时间：
2006-04-01
期刊：
影响因子：
--
通讯作者：
Lee Moon Ho
中科院分区：
文献类型：
--
作者：
Peng Daipan;Fan Pingzhi;Lee Moon Ho
本文建立了具有低命中区的跳频序列的几个周期Hamming相关下界：关于频隙集合的大小p、序列长度L、族大小M、低命中区L-H(或无命中区N-H)、最大周期Hamming自相关旁瓣H-a和最大周期Hamming互相关H-c。结果表明，新的Lempel-Greenberger界、T.S.Seay界和Peng-Fan界都是已知的跳频序列的特例。
In this paper, several periodic Hamming correlation lower bounds for frequency hopping sequences with low hit zone, with respect to the size p of the frequency slot set, the sequence length L, the family size M, low hit zone L-H ( or no hit zone N-H), the maximum periodic Hamming autocorrelation sidelobe H-a and the maximum periodic Hamming crosscorrelation H-c, are established. It is shown that the new bounds include the known Lempel-Greenberger bounds, T.S. Seay bounds and Peng-Fan bounds for the conventional frequency hopping sequences as special cases.