Improved fourier transform method for unsupervised cell-cycle regulated gene prediction.

Karuturi R Murthy, Liu Jian Hua
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Abstract

Motivation: Cell-cycle regulated gene prediction using microarray time-course measurements of the mRNA expression levels of genes has been used by several researchers. The popularly employed approach is Fourier transform (FT) method in conjunction with the set of known cell-cycle regulated genes. In the absence of training data, fourier transform method is sensitive to noise, additive monotonic component arising from cell population growth and deviation from strict sinusoidal form of expression. Known cell cycle regulated genes may not be available for certain organisms or using them for training may bias the prediction.

Results: In this paper we propose an Improved Fourier Transform (IFT) method which takes care of several factors such as monotonic additive component of the cell-cycle expression, irregular or partial-cycle sampling of gene expression. The proposed algorithm does not need any known cell-cycle regulated genes for prediction. Apart from alleviating need for training set, it also removes bias towards genes similar to the training set. We have evaluated the developed method on two publicly available datasets: yeast cell-cycle data and HeLa cell-cycle data. The proposed algorithm has performed competitively on both datasets with that of the supervised fourier transform method used. It outperformed other unsupervised methods such as Partial Least Squares (PLS) and Single Pulse Modeling (SPM). This method is easy to comprehend and implement, and runs faster.

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无监督细胞周期调控基因预测的改进傅立叶变换方法。
动机:利用基因mRNA表达水平的微阵列时间过程测量来预测细胞周期调节基因已经被一些研究人员使用。常用的方法是傅里叶变换(FT)方法结合一组已知的细胞周期调控基因。在没有训练数据的情况下,傅里叶变换方法对噪声、细胞群增长产生的单调分量和严格正弦表达式的偏离很敏感。已知的细胞周期调节基因可能不适用于某些生物体,或者将它们用于训练可能会使预测产生偏差。结果:本文提出了一种改进的傅立叶变换(IFT)方法,该方法考虑了细胞周期表达的单调加性成分、基因表达的不规则或部分周期采样等因素。该算法不需要任何已知的细胞周期调控基因进行预测。除了减轻对训练集的需求外,它还消除了对与训练集相似的基因的偏见。我们已经在两个公开可用的数据集上评估了开发的方法:酵母细胞周期数据和HeLa细胞周期数据。该算法在这两个数据集上的表现与使用的有监督傅里叶变换方法具有竞争力。它优于其他无监督方法,如偏最小二乘(PLS)和单脉冲建模(SPM)。该方法易于理解和实现,运行速度较快。
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