PMID- 25640461 OWN - NLM STAT- MEDLINE DCOM- 20160201 LR - 20171116 IS - 1097-0258 (Electronic) IS - 0277-6715 (Linking) VI - 34 IP - 9 DP - 2015 Apr 30 TI - Structure detection of semiparametric structural equation models with Bayesian adaptive group lasso. PG - 1527-47 LID - 10.1002/sim.6410 [doi] AB - Structural equation models (SEMs) are widely recognized as the most important statistical tool for assessing the interrelationships among latent variables. This study develops a Bayesian adaptive group least absolute shrinkage and selection operator procedure to perform simultaneous model selection and estimation for semiparametric SEMs, wherein the structural equation is formulated using the additive nonparametric functions of observed and latent variables. We propose the use of basis expansions to approximate the unknown functions. By introducing adaptive penalties to the groups of basis expansions, the nonlinear, linear, or non-existent effects of observed and latent variables in the structural equation can be automatically detected. A simulation study demonstrates that the proposed method performs satisfactorily. This paper presents an application of revealing the observed and latent risk factors of diabetic kidney disease. CI - Copyright (c) 2015 John Wiley & Sons, Ltd. FAU - Feng, Xiang-Nan AU - Feng XN AD - Department of Statistics, The Chinese University of Hong Kong, Shatin, NT, Hong Kong. FAU - Wang, Guo-Chang AU - Wang GC FAU - Wang, Yi-Fan AU - Wang YF FAU - Song, Xin-Yuan AU - Song XY LA - eng PT - Journal Article PT - Research Support, Non-U.S. Gov't DEP - 20150112 PL - England TA - Stat Med JT - Statistics in medicine JID - 8215016 SB - IM MH - *Bayes Theorem MH - Bias MH - Biometry/methods MH - Computer Simulation MH - *Data Interpretation, Statistical MH - Diabetic Nephropathies/blood/complications MH - Hong Kong MH - Humans MH - *Models, Statistical MH - Renal Insufficiency, Chronic/blood/complications MH - Risk Factors MH - Statistics, Nonparametric OTO - NOTNLM OT - Bayesian adaptive group lasso OT - MCMC methods OT - basis expansion approximation OT - semiparametric SEMs EDAT- 2015/02/03 06:00 MHDA- 2016/02/02 06:00 CRDT- 2015/02/03 06:00 PHST- 2014/06/04 00:00 [received] PHST- 2014/10/31 00:00 [revised] PHST- 2014/12/16 00:00 [accepted] PHST- 2015/02/03 06:00 [entrez] PHST- 2015/02/03 06:00 [pubmed] PHST- 2016/02/02 06:00 [medline] AID - 10.1002/sim.6410 [doi] PST - ppublish SO - Stat Med. 2015 Apr 30;34(9):1527-47. doi: 10.1002/sim.6410. Epub 2015 Jan 12.