about
Right-sizing statistical models for longitudinal dataNonlinear Structured Growth Mixture Models in Mplus and OpenMx.Growth Mixture Modeling: A Method for Identifying Differences in Longitudinal Change Among Unobserved GroupsNonlinear growth curves in developmental research.Identifying learning patterns of children at risk for Specific Reading Disability.A Finite Mixture of Nonlinear Random Coefficient Models for Continuous Repeated Measures Data.A Heterogeneous Growth Curve Model for Nonnormal Data.Resitting a high-stakes postgraduate medical examination on multiple occasions: nonlinear multilevel modelling of performance in the MRCP(UK) examinations.Sigmoidal mixed models for longitudinal data.Latent Growth Curve Models for Biomarkers of the Stress Response.Poisson Growth Mixture Modeling of Intensive Longitudinal Data: An Application to Smoking Cessation BehaviorModeling pubertal timing and tempo and examining links to behavior problemsTeacher's Corner: Latent Curve Models and Latent Change Score Models Estimated in R.A Second-Order Conditionally Linear Mixed Effects Model With Observed and Latent Variable Covariates.Pulse Pressure Magnifies the Effect of COMT Val(158)Met on 15 Years Episodic Memory TrajectoriesAn exponential decay model for mediation.Individual differences in boys' and girls' timing and tempo of puberty: modeling development with nonlinear growth models.Nonlinear Growth Models as Measurement Models: A Second-Order Growth Curve Model for Measuring Potential.Fitting growth curve models in the Bayesian framework.Leading indicators of community-based violent events among adults with mental illness.A Note on Recurring Misconceptions When Fitting Nonlinear Mixed Models.Modeling Growth in Latent Variables Using a Piecewise Function.The Longitudinal Interplay of Adolescents' Self-Esteem and Body Image: A Conditional Autoregressive Latent Trajectory Analysis.Modeling Nonlinear Change via Latent Change and Latent Acceleration Frameworks: Examining Velocity and Acceleration of Growth Trajectories.A Comparison of Methods for Uncovering Sample Heterogeneity: Structural Equation Model Trees and Finite Mixture Models.Change in body fat during a family-based treatment of obesity in children: the relative importance of energy intake and physical activity.Differentiating between mixed-effects and latent-curve approaches to growth modeling.Growth trajectories of mathematics achievement: Longitudinal tracking of student academic progress.An introduction to latent variable mixture modeling (part 2): longitudinal latent class growth analysis and growth mixture models.Examining the influence of perceived stress on developmental change in memory and perceptual speed for adopted and nonadopted individuals.Comparison of Inverse Wishart and Separation-Strategy Priors for Bayesian Estimation of Covariance Parameter Matrix in Growth Curve AnalysisEvaluation of a Bayesian Approach to Estimating Nonlinear Mixed-Effects Mixture ModelsMeasurement Models, Estimation, and the Study of ChangeStatistical power of latent growth curve models to detect quadratic growthLatent Growth Modeling for Communication Research: Opportunities and Perspectives
P2860
Q24289363-6BFD2571-0B58-4BD0-8347-060BCA6B52ACQ30409467-06CEF092-C3E9-4B2F-942A-76666196A886Q30418134-01D0E99D-7998-43D0-BAFB-BA6BADED6663Q30425119-1437A420-5444-4505-9E04-B5976EEDA7A0Q30710749-EE7C2271-B67E-4E7B-AE37-462C5B569047Q30940507-C847CEAB-99AF-460D-995D-7B50C9D5D68FQ31028424-D348040E-88C8-4A98-A919-6394D816C05EQ31064420-A4FACDB5-F96D-4701-80B4-E29F29A78939Q31088187-0E482DFF-BEAE-4985-BAC8-77E04C4532CEQ33766328-1EFC2747-5C80-4AC1-A865-A15403AF7BAAQ34191167-36BE5A44-EBD7-4629-B925-51D47AB048FBQ34609185-1546FF74-9343-4C40-B6B6-1219744D22BBQ34655142-40CB0615-5605-44EC-B3CD-7E51EC087A51Q36175886-5BCDDE78-F02A-4A5D-B8BB-0958E8F875FCQ36637653-90ED5F9D-1D01-42A7-AD52-684E68989980Q37185142-07FF2CFC-D00B-4D28-8745-D54A2B4F68A2Q37592236-6962C71A-9D81-40A1-BA34-CA35AA3D659CQ38788068-00127DBE-13AB-40F0-965C-4073A73E029DQ38792557-B2C6151F-98FC-43DB-AE56-4F716EC2AC21Q39081911-E24F74E8-9963-49B4-9D75-806A0A37A788Q39196494-B0DA5226-AD76-47A4-8C77-2F7FA987CFA2Q40132753-A2CAC4A6-3EE5-4A36-B21B-CDE0D7E0C20FQ40133217-4D4130F8-EBEF-4960-B134-C080D4DC864DQ44295449-7F36065F-F97C-47F8-A205-BBE2140EC1A9Q46075683-4AC8CDE2-B696-4BC6-8D93-06CE3B4BF955Q47313542-050AD30E-E30C-4742-B47E-593AA2CAC0C8Q47631538-170CAFE8-A7ED-4580-A381-07E8C88528A5Q47706110-3F67C319-CB7D-4D3C-B3A5-76ED57A2BFAAQ48547365-CEF2D9AE-5BC3-4264-AFDC-6E3E55B6D67DQ49581711-C3162138-7AA8-4B49-BFB8-BAC697089586Q56928748-14281F1D-FF1C-4092-9C20-7661E45327B4Q56928751-7271020E-7A79-4B97-A1C4-E4F2516551DAQ56928784-8B52D160-DC97-4A8C-A26B-0C83576F8AA9Q58164145-648F1151-1EFC-4D88-AC68-78FD03C2BDEBQ58273964-A6AF6358-55DE-422F-970A-CF2A5174B68F
P2860
description
2009 nî lūn-bûn
@nan
2009 թուականի Հոկտեմբերին հրատարակուած գիտական յօդուած
@hyw
2009 թվականի հոտեմբերին հրատարակված գիտական հոդված
@hy
2009年の論文
@ja
2009年論文
@yue
2009年論文
@zh-hant
2009年論文
@zh-hk
2009年論文
@zh-mo
2009年論文
@zh-tw
2009年论文
@wuu
name
Non-linear Growth Models in Mplus and SAS.
@ast
Non-linear Growth Models in Mplus and SAS.
@en
type
label
Non-linear Growth Models in Mplus and SAS.
@ast
Non-linear Growth Models in Mplus and SAS.
@en
prefLabel
Non-linear Growth Models in Mplus and SAS.
@ast
Non-linear Growth Models in Mplus and SAS.
@en
P2860
P1476
Non-linear Growth Models in Mplus and SAS.
@en
P2093
Kevin J Grimm
P2860
P304
P356
10.1080/10705510903206055
P577
2009-10-01T00:00:00Z