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Wavelet Based Compressed Sensing Sampling and Estimation of N-States Random Evolution Model Parameters in Microtubule Signal

机译:基于小波的压缩信号采样和微管信号中N态随机演化模型参数的估计

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Studies of biological processes such as Microtubules (MTs), often suffer from limited data availability due to physical constraints of the data acquisition process. Typically, the periodic collection of biological data using optical microscopes is prone to the dangers of overexposure and destruction of either specimen or probe, thereby limiting the data collected over a period of time. In addition, the data collected is often a sampled and approximated observation of the analog physical phenomena. Hence, to emulate the non-uniform sampling process that occurs during the physical data acquisition process, compressed sensing (CS) based sampling is used n an effort to reconstruct the MT signal from fewer samples than the Nyquist rate. We also introduce a novel wavelet estimation based N-states random evolution model to study the MT dynamic instability phenomenon. Experimental results demonstrate that our proposed method yielded superior overall performance, effective reconstruction and estimation of MT signal from fewer samples with low error rates. Even at lower sampling rates, the estimated MT transition parameters are shown to closely approximate the original MT signal.
机译:由于数据采集过程的物理限制,对诸如微管(MTs)之类的生物过程的研究通常会受到有限的数据可用性的困扰。通常,使用光学显微镜定期收集生物数据容易造成样品或探针过度暴露和破坏的危险,从而限制了一段时间内收集的数据。此外,收集的数据通常是对模拟物理现象的采样和近似观察。因此,为了模拟在物理数据获取过程中发生的非均匀采样过程,使用基于压缩感测(CS)的采样来从比奈奎斯特速率更少的采样中重构MT信号。我们还介绍了一种新颖的基于小波估计的N状态随机演化模型来研究MT动态不稳定性现象。实验结果表明,我们提出的方法产生了优异的整体性能,有效的重建和估计MT信号的方法,该方法可以从更少的样本中获得较低的错误率。即使在较低的采样率下,估计的MT过渡参数也显示为非常接近原始MT信号。

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