New Classes of Optimal Frequency-Hopping Sequences by Interleaving Techniques
New Classes of Optimal Frequency-Hopping Sequences by Interleaving Techniques
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DOI：
10.1109/tit.2009.2032742
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发表时间：
2009-12-01
影响因子：
2.5
通讯作者：
Yang, Kyeongcheol
中科院分区：
文献类型：
--
作者：
Chung, Jin-Ho;Han, Yun Kyoung;Yang, Kyeongcheol
本文利用交织技术构造了一类新的关于Lempel-Greenberger界和Peng-Fan界的最优跳频序列（FHS），并将其用于由k个长度为N的序列构造长度为kN的序列。首先，我们给出了两个通用的结构，从一些已知的最优FHS集交错技术的最优FHS集，并提出了一些新的最优FHS集的例子。然后，我们设计新的最优FHS的参数包括那些已知的最优结构的长度为kN和频率集大小为N的一些正整数k和N。对于任意奇素数p和2，我们还从幂剩余序列构造了长度为kp的最优FHS集
In this paper we construct new classes of optimal frequency-hopping sequences (FHSs) with respect to the Lempel-Greenberger bound and the Peng-Fan bound by interleaving techniques which are used to construct a sequence of length kN from k sequences of length N. We first give two generic constructions for optimal FHS sets from some known optimal FHS sets by interleaving techniques and present some examples of new optimal FHS sets. We then design new optimal FHSs whose parameters include those of the known optimal constructions with length kN and frequency set size N for some positive integers k and N. We also construct optimal FHS sets of length kp from power-residue sequences for any odd prime p and 2