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Multi-step prediction of frequency hopping sequences based on Bayesian inference

机译:基于贝叶斯推理的跳频序列的多步预测

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According to the chaotic characteristics of frequency hopping (FH) sequences and the short-term predictability of Chaos, this paper presents an improved Bayesian network predictive model applied to FH sequences prediction. Firstly, the model regards the entire reconstructed phase space as a prior data information; Then, according to the characteristic of FH sequences which consist of multiple frequency points, it constructs a local Bayesian network with the mutual information and an algorithm for Markov boundary; Finally, it achieves the multi-step prediction of FH by using the posterior inference algorithm. Theoretical results and large number of experiments show that the proposed Bayesian network predictive model has steady, real-time, effective and high-precision multi-step prediction ability, especially in small data set. Thus this model provides a novel method for the research and application of FH sequences prediction.
机译:根据跳频(FH)序列的混沌特性及混沌的短期可预测性,本文提出了一种适用于FH序列预测的贝叶斯网络预测模型。首先,模型将整个重建的相位空间视为先前的数据信息;然后,根据由多个频率点组成的FH序列的特征,它构建了具有相互信息的本地贝叶斯网络和Markov边界的算法;最后,它通过使用后部推理算法实现了FH的多步预测。理论结果和大量实验表明,提出的贝叶斯网络预测模型具有稳定,实时,有效和高精度的多步预测能力,尤其是小数据集。因此,该模型提供了一种用于研究和应用FH序列预测的新方法。

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