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多结局生存数据的惩罚降秩回归支持与年龄相关疾病的共同代谢风险评分。

Penalized Reduced Rank Regression for Multi-Outcome Survival Data Supports a Common Metabolic Risk Score for Age-Related Diseases.

作者信息

Sluiskes Marije H, Putter Hein, Beekman Marian, Goeman Jelle J, Rodríguez-Girondo Mar

机构信息

Biomedical Data Sciences, Leiden University Medical Center, Leiden, the Netherlands.

出版信息

Stat Med. 2025 Jul;44(15-17):e70156. doi: 10.1002/sim.70156.

Abstract

The increasing availability of multi-outcome data in health research presents new opportunities for understanding complex health processes, such as aging. Aging is a multifaceted process, encompassing both lifespan and health span, as well as the onset of age-related diseases. To model this complexity, we propose the penalized reduced rank regression model for multi-outcome survival data (penalized survRRR), which identifies shared latent factors driving multiple outcomes. The model imposes a rank constraint on the coefficient matrix to capture underlying mechanisms of aging while accommodating high-dimensional and correlated predictors and outcomes by introducing penalization. We discuss the statistical properties of this doubly regularized approach and show how the optimal number of ranks can be estimated from the data. We apply a lasso-penalized reduced rank regression model to 78,553 participants of the UK Biobank, using over 200 metabolic variables as predictors and the onset of seven age-related diseases and mortality as the outcomes of interest. Our results indicate that a rank 1 model provides the best fit to the data, resulting in a single metabolite-based score of age-related disease susceptibility. This highlights the potential of the penalized survRRR model to provide new insights into the nature of the relationship between metabolomics and age-related diseases.

摘要

健康研究中多结局数据的可得性不断提高,为理解诸如衰老等复杂的健康过程带来了新机遇。衰老是一个多方面的过程,涵盖寿命和健康寿命,以及与年龄相关疾病的发病情况。为了对这种复杂性进行建模,我们提出了用于多结局生存数据的惩罚降秩回归模型(惩罚性生存RRR),该模型可识别驱动多个结局的共享潜在因素。该模型对系数矩阵施加秩约束,以捕捉衰老的潜在机制,同时通过引入惩罚来适应高维和相关的预测变量及结局。我们讨论了这种双重正则化方法的统计特性,并展示了如何从数据中估计最优秩数。我们将套索惩罚降秩回归模型应用于英国生物银行的78553名参与者,使用200多个代谢变量作为预测变量,并将七种与年龄相关疾病的发病情况和死亡率作为感兴趣的结局。我们的结果表明,秩为1的模型对数据拟合最佳,从而得出基于单一代谢物的与年龄相关疾病易感性评分。这凸显了惩罚性生存RRR模型在为代谢组学与年龄相关疾病之间关系的本质提供新见解方面的潜力。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/1799/12261392/535903e8f61e/SIM-44-0-g006.jpg

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