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Identification of hidden Markov models for ion channel currents .III. Bandlimited, sampled data

机译:识别隐马尔可夫模型的离子通道电流。带限采样数据

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For pt.II. see ibid., vol.46, p.1916-29 (1998). Hidden Markov models (HMMs) have been used to model single channel currents as recorded with the patch clamp technique from living cells. Continuous time patch-clamp recordings are typically passed through an antialiasing filter and sampled before analysis. In this paper, an adaptation of the Baum-Welch weighted least squares (BW-WLS) algorithm called the H-noise algorithm is presented to estimate the HMM and noise model parameters from bandlimited, sampled data. The effects of the antialiasing filter and the correlated background noise are considered in a metastate or vector HMM framework. The "correlated emission probability", which plays a central role in the algorithm, is redefined to consider the noise correlation in successive filtered, sampled data points. The performance of the H-noise algorithm is demonstrated with simulated data.
机译:对于第二点参见同上,第46卷,第1916-29页(1998)。隐马尔可夫模型(HMM)已用于对单通道电流进行建模,这是通过膜片钳技术从活细胞中记录的。通常将连续时间的膜片钳记录通过抗混叠滤波器并在分析之前进行采样。在本文中,提出了一种称为H噪声算法的Baum-Welch加权最小二乘(BW-WLS)算法,以从带宽受限的采样数据中估计HMM和噪声模型参数。在元态或矢量HMM框架中考虑了抗混叠滤波器的影响和相关的背景噪声。重新定义了“相关发射概率”,该概率在算法中起着核心作用,以考虑在连续的滤波采样数据点中的噪声相关性。仿真数据证明了H噪声算法的性能。

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