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Gaussian mixture clustering and imputation of microarray data

机译:高斯混合聚类和微阵列数据估算

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Motivation: In microarray experiments, missing entries arise from blemishes on the chips. In large-scale studies, virtually every chip contains some missing entries and more than 90% of the genes are affected. Many analysis methods require a full set of data. Either those genes with missing entries are excluded, or the missing entries are filled with estimates prior to the analyses. This study compares methods of missing value estimation. Results: Two evaluation metrics of imputation accuracy are employed. First, the root mean squared error measures the difference between the true values and the imputed values. Second, the number of mis-clustered genes measures the difference between clustering with true values and that with imputed values; it examines the bias introduced by imputation to clustering. The Gaussian mixture clustering with model averaging imputation is superior to all other imputation methods, according to both evaluation metrics, on both time-series (correlated) and non-time series (uncorrelated) data sets.
机译:动机:在微阵列实验中,缺少的条目是由于芯片上的瑕疵引起的。在大规模研究中,实际上每个芯片都包含一些缺失的条目,并且超过90%的基因受到了影响。许多分析方法都需要完整的数据集。排除那些缺少条目的基因,或者在分析之前用估计值填充缺少的条目。本研究比较了缺失值估计的方法。结果:采用了两个插补精度评估指标。首先,均方根误差测量的是真实值和估算值之间的差。其次,错误聚类的基因数量衡量的是具有真实值的聚类和具有推断值的聚类之间的差异。它研究了归因于聚类的偏见。根据评估指标,在时间序列(相关)和非时间序列(不相关)数据集上,具有模型平均插补的高斯混合聚类优于所有其他插补方法。

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