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A modified basic scale entropy computing method for one-dimensional signal complexity analysis in real time

机译:一种改进的基本刻度熵计算方法,用于一维信号复杂性分析实时分析

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Basic scale entropy (BSE) is one of the important indicators for evaluating the complexity of one-dimensional signal, while it is difficult to be employed to analyze the signal in microcontroller for its long time-consumption. In this study, a modified basic scale entropy (MBSE) computing method based on the theory of BSE and the process of data updating in buffer is proposed to reduce the computational complexity. The BSE and MBSE methods are engaged to compute the complexity of random noise, P-P intervals, and R-R intervals. The results indicate that the MBSE method saves more time and installed memory space than BSE method, especially in evaluating the long-term complexity of the signal (with longer sign vector and buffer space). Thus, the proposed can be used to compute the complexity of one-dimensional signal in real-time.
机译:基本刻度熵(BSE)是评估一维信号的复杂性的重要指标之一,而难以采用微控制器中的信号,以便其长时间消耗。在本研究中,提出了一种基于BSE理论的修改的基本刻度熵(MBSE)计算方法和缓冲区中的数据更新过程以降低计算复杂度。 BSE和MBSE方法正在参与计算随机噪声,P-P间隔和R-R间隔的复杂性。结果表明MBSE方法节省了比BSE方法更多的时间和安装的内存空间,尤其在评估信号的长期复杂性(具有更长的标志向量和缓冲空间)。因此,所提出的可以用来实时地计算一维信号的复杂性。

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