Incorporating scientific knowledge into phenotype development: penalized latent class regression.

Abstract

The field of psychiatric genetics is hampered by the lack of a clear taxonomy for disorders. Building on the work of Houseman and colleagues (Feature-specific penalized latent class analysis for genomic data. Harvard University Biostatistics Working Paper Series, Working Paper 22, 2005), we describe a penalized latent class regression aimed at allowing additional scientific information to influence the estimation of the measurement model, while retaining the standard assumption of non-differential measurement. In simulation studies, ridge and LASSO penalty functions improved the precision of estimates and, in some cases of differential measurement, also reduced bias. Class-specific penalization enhanced separation of latent classes with respect to covariates, but only in scenarios where there was a true separation. Penalization proved to be less computationally intensive than an analogous Bayesian analysis by a factor of 37. This methodology was then applied to data from normal elderly subjects from the Cache County Study on Memory and Aging. Addition of APO-E genotype and a number of baseline clinical covariates improved the dementia prediction utility of the latent classes; application of class-specific penalization improved precision while retaining that prediction utility. This methodology may be useful in scenarios with large numbers of collinear covariates or in certain cases where latent class model assumptions are violated. Investigation of novel penalty functions may prove fruitful in further refining psychiatric phenotypes.

• Authors: Jeannie-Marie S Leoutsakos, Karen Bandeen-Roche, Elizabeth Garrett-Mayer, Peter P Zandi
• Journal: Statistics in medicine (Stat Med) Vol. 30 Issue 7 Pg. 784-98 (Mar 30 2011) ISSN: 1097-0258 [Electronic] England
• PMID: 21394753 (Publication Type: Journal Article, Research Support, N.I.H., Extramural)
• Copyright: Copyright © 2010 John Wiley & Sons, Ltd.

Topics

• Aged
• Bayes Theorem
• Computer Simulation
• Humans
• Models, Genetic
• Models, Statistical
• Phenotype