首页> 外文期刊>Annals of Human Genetics >On the Validity of the Likelihood Ratio Test and Consistency of Resulting Parameter Estimates in Joint Linkage and Linkage Disequilibrium Analysis under Improperly Specified Parametric Models
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On the Validity of the Likelihood Ratio Test and Consistency of Resulting Parameter Estimates in Joint Linkage and Linkage Disequilibrium Analysis under Improperly Specified Parametric Models

机译:参数模型指定不正确的联合链接和链接不平衡分析中似然比检验的有效性和参数估计结果的一致性

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It has been shown that parametric analysis of linkage disequilibrium conditional on linkage using an overly deterministic model can be optimal for family-based association analysis. However, if one applies this strategy carelessly, there is a risk of false inference. We analyse properties of such likelihood ratio tests when the assumed disease mode of inheritance is inaccurate. Under some conditions, problems result if one is not careful to consider what null hypothesis is being tested. We show that: (a) tests for which the null hypothesis assumes the absence of both linkage and association are independent of the true mode of inheritance; (b) likelihood ratio tests assuming either linkage or association under the null hypothesis may depend on the true mode of inheritance, leading to inconsistent parameter estimates, in particular under extremely deterministic models; (c) this problem cannot be eliminated by increasing sample size or adding population controls - as sample size increases, the chance of false positive inference goes to 100%; (d) this issue can lead to systematic false positive inference of association in regions of linkage. This is important because highly deterministic models are often used intentionally in model-based analyses because they can have more power than the true model, and are implicit in many model-free analysis methods.
机译:已经表明,使用过度确定的模型对以连锁为条件的连锁不平衡进行参数分析对于基于家族的关联分析可能是最佳的。但是,如果不小心应用此策略,则存在错误推断的风险。当假设的疾病遗传模式不准确时,我们分析此类似然比检验的性质。在某些情况下,如果不注意考虑正在测试什么原假设,就会产生问题。我们证明:(a)零假设假设没有联系和关联的检验独立于真实的继承方式; (b)在零假设下假设连锁或关联的似然比检验可能取决于真实的继承模式,从而导致参数估计不一致,尤其是在极端确定性模型下; (c)无法通过增加样本量或增加总体控制来消除此问题-随着样本量的增加,假阳性推断的机会将达到100%; (d)这个问题可能会导致在链接区域系统地错误地联想到联想。这很重要,因为高度确定性的模型通常在基于模型的分析中有意使用,因为它们比真实的模型具有更大的功能,并且在许多无模型的分析方法中都是隐含的。

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