Combined neural network approach for mining order-preserving sub matrices from repeated dataset

Reeta Dangi, R. C. Jain, Vivek Sharma
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Abstract

Order-preserving sub matrices (OPSM's) have been shown useful in capturing concurrent patterns in data when the relative magnitudes of data items are more important than their correct values. For example, in analyzing gene expression profiles obtained from micro-array experiments, the comparative magnitudes are important both since they represent the change of gene activities across the experiments, and since there is naturally a high level of noise in data that makes the exact values non trustable. To manage with data noise, repeated experiments are often conducted to collect multiple measurements. This paper includes Eigen value decomposition combined for solving data mining from order preserving sub-matrices from repeated dataset. Experimental results shows this method gives far better results in terms of time and candidate pattern ratio.
基于组合神经网络的重复数据集保序子矩阵挖掘
当数据项的相对大小比它们的正确值更重要时,保序子矩阵(OPSM)在捕获数据中的并发模式方面非常有用。例如,在分析从微阵列实验中获得的基因表达谱时,比较量很重要,因为它们代表了整个实验中基因活动的变化,而且由于数据中自然存在高水平的噪声,使得精确值不可信。为了处理数据噪声,经常进行重复实验以收集多个测量值。本文将特征值分解结合到重复数据集的保序子矩阵数据挖掘中。实验结果表明,该方法在时间和候选模式比方面都有较好的效果。
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