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Gene Selection Criterion for Discriminant Microarray Data Analysis Based on Extreme Value Distributions

机译:基于极值分布的判别微阵列数据分析基因选择标准

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An important issue commonly encountered in the analysis of microarray data is to decide which and how many genes should be selected for further studies. For discriminant microarray data analyses based on statistical models, such as the logistic regression model, this gene selection can be accomplished by a comparison of the maximum likelihood of the model given the real data, L(DM), and the expected maximum likelihood of the model given an ensemble of surrogate data, L(DoM). Typically, the computational burden for obtaining L(DoM) is immense, often exceeding the limits of available resources by orders of magnitude. Here, we propose an approach that circumvents such heavy computations by mapping the simulation problem to an extreme value problem,which can be easily solved by numerical simulation. We choose three classification problems from two publicly available microarray datasets to illustrate that approach.
机译:在分析微阵列数据时通常遇到的一个重要问题是确定应选择哪些基因进行进一步研究。对于基于统计模型的判别微阵列数据分析,例如Logistic回归模型,该基因选择可以通过对给定真实数据,L(D M)和预期的最大可能性的模型的最大可能性进行比较来实现给定替代数据的集合,L(DO M)。通常,用于获得L(DO M)的计算负担是巨大的,通常按数量级超过现有资源的限制。这里,我们提出了一种方法,通过将模拟问题映射到极值问题来提出一种避难的方法,这可以通过数值模拟容易地解决。我们从两个公开的微阵列数据集中选择三个分类问题,以说明该方法。

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