F04 Linear mixed model for the age of onset prediction in huntington disease from a peruvian cohort

Diana Cubas-Montecino, Mario R Cornejo-Olivas, P. Mazzetti, D. Véliz-Otani
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Abstract

Background Based on heritability analyses, unidentified genetic modifiers explain up to 38% of the remaining genetic variance after accounting for the CAG repeat number. We hypothesized that pedigree information can harness unknown genetic modifiers to increase the accuracy of age of onset prediction Aims To assess whether pedigree information can increase the accuracy of age of onset predictive models. Methods We included 139 unrelated subjects and 81 related individuals from 33 families (total n=220) from the HD registry of the Neurogenetics Research Center at the Instituto Nacional de Ciencias Neurologicas, Lima, Peru. We fit a mixed linear model (MLM) of the age of onset with CAG repeat number, age, and sex as covariates. Polygenic additive effects were modeled by a matrix of kinship coefficients. Next, we measure the prediction accuracy by the Variance Explained based on Leve-one-out cross-validation (VEcv). The prediction accuracy was separately measured for test subjects with relatives in the training set and for subjects without relatives in the training set. The training sample size was kept constant for both groups. As a reference, we also fit a linear regression including only unrelated subjects (n=172), and repeated the MLM matching the sample size (81 subjects from 33 families + 91 unrelated subjects). Results The MLM (n=172) for subjects with relatives in the training set had a greater accuracy (VEcv=63%) than subjects without relatives (VEcv=56%). The linear regression of unrelated subjects (n=172) had a lower accuracy (VEcv=53%) than the MLM with matched sample size (n=172, VEcv=63%). Conclusion Including pedigree information in age of onset predictive models increases their accuracy.
F04秘鲁队列亨廷顿病发病年龄预测的线性混合模型
基于遗传力分析,考虑到CAG重复数后,未确定的遗传修饰因子解释了高达38%的剩余遗传变异。我们假设家系信息可以利用未知的遗传修饰因子来提高发病年龄预测的准确性目的评估家系信息是否可以提高发病年龄预测模型的准确性。方法我们从秘鲁利马国家神经科学研究所神经遗传学研究中心的HD登记处纳入了来自33个家庭的139名无血缘关系受试者和81名相关个体(总n=220)。我们拟合了以CAG重复次数、年龄和性别为协变量的发病年龄的混合线性模型(MLM)。多基因加性效应通过亲缘系数矩阵建模。接下来,我们通过基于一级交叉验证(VEcv)的方差解释来衡量预测精度。对在训练集中有亲属的测试对象和在训练集中没有亲属的测试对象分别测量预测精度。两组的训练样本量保持不变。作为参考,我们还拟合了只包括无血缘关系受试者(n=172)的线性回归,并重复了匹配样本量的传销(33个家庭81名受试者+ 91名无血缘关系受试者)。结果训练集中有亲属的受试者(n=172)的MLM准确率(VEcv=63%)高于无亲属的受试者(VEcv=56%)。不相关受试者(n=172)的线性回归准确率(VEcv=53%)低于匹配样本量的MLM (n=172, VEcv=63%)。结论在发病年龄预测模型中加入家系信息可提高预测模型的准确性。
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