New Classes of Optimal Wide-Gap One-Coincidence Frequency Hopping Sequence Sets

In this paper, we introduce new classes of wide-gap one-coincidence frequency hopping sequence (WG-OC-FHS) sets, crucial for achieving anti-jamming capabilities in frequency hopping communication systems. Our construction optimally utilizes the available frequencies to create wide-gap between adjacent frequency slots. Designed sequence sets are optimal according to both the WG-Peng-Fan Bound and the WG-Lempel-Greenberger Bound. Moreover, our method represents a generalization of some approaches proposed previously, offering expanded capabilities in generating diverse frequency hopping sequence (FHS) sets under identical parameters.

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Publication Details

Published
2024-08-16
DOI
https://doi.org/10.1109/icait62580.2024.10807932
Primary Topic
Coding theory and cryptography
Type
article
Field-Weighted Citation Impact
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article

New Classes of Optimal Wide-Gap One-Coincidence Frequency Hopping Sequence Sets

Zhe Xu, Jufeng Fei, Kaichuang Jiang, S. Yang
Coding theory and cryptography
article

New Classes of Optimal Wide-Gap One-Coincidence Frequency Hopping Sequence Sets

Zhe Xu, Jufeng Fei, Kaichuang Jiang, S. Yang
article en

Abstract

In this paper, we introduce new classes of wide-gap one-coincidence frequency hopping sequence (WG-OC-FHS) sets, crucial for achieving anti-jamming capabilities in frequency hopping communication systems. Our construction optimally utilizes the available frequencies to create wide-gap between adjacent frequency slots. Designed sequence sets are optimal according to both the WG-Peng-Fan Bound and the WG-Lempel-Greenberger Bound. Moreover, our method represents a generalization of some approaches proposed previously, offering expanded capabilities in generating diverse frequency hopping sequence (FHS) sets under identical parameters.

Shanghai Power Equipment Research Institute (CN)
Openalex Percentile: Top 78%
Coding theory and cryptography
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