最 低 价：￥862.20
定 价：￥958.00
作 者：Kenneth A. Bollen，Patrick J. Curran 著 著
出 版 社：吉林长白山
出版时间：2005-12-1
I S B N：9780471455929
| Preface 1 Introduction 1.1 Conceptualization and Analysis of Trajectorie 1.1.1 Trajectories of Crime Rates 1.1.2 Data Requirements 1.1.3 Summary 1.2 Three Initial Questions About Trajectories 1.2.1 Question 1: What Is the Trajectory for the Entire Group? 1.2.2 Question 2: Do We Need Distinct Trajectories for Each Case? 1.2.3 Question 3: If Distinct Trajectories Are Needed, Can We Identify Variables to Predict These Individual Trajectories? 1.2.4 Summary 1.3 Brief History of Latent Curve Models, 1.3.1 Early Develpments: The Nineteenth Century, 1.3.2 Fitting Group Trajectories: 1900-1937 1.3.3 Fitting Individual and Group Trajectories:1938-1950s 1.3.4 Trajectory Modeling with Latent Variables:1950s-1984 1.3.5 Current Latent Curve Modeling: 1984-present 1.3.6 Summary 1.4 Organization of the Remainder of the Book 2 Unconditional Latent Curve Model 2.1 Repeated Measures 2.2 General Model and Assumptions 2.3 Identification 2.4 Case-By-Case Approach 2.4.1 Assessing Model Fit 2.4.2 Limitations of Case-by-Case Approach 2.5 Structural Equation Model Approach 2.5.1 Matrix Expression of the Latent Curve Model 2.5.2 Maximum Likelihood Estimation 2.5.3 Empirical Example 2.5.4 Assessing Model Fit 2.5.5 Components of Fit 2.6 Alternative Approaches to the SEM 2.7 Conclusions Appendix 2A: Test Statistics, Nonnormality, and Statistical Power 3 Missing Data and Alternative Metrics of Time 3.1 Missing Data 3.1.1 Types of Missing Data 3.1.2 Treatment of Missing Data 3.1.3 Empirical Example 3.1.4 Summary 3.2 Missing Data and Alternative Metrics of Time 3.2.1 Numerical Measure of Time 3.2.2 When Wave of Assessment and Alternative Metrics of Time Are Equivalent 3.2.3 When Wave of Assessment and Alternative M~trics of Time Are Different 3.2.4 Reorganizing Data as a runction of Alternatiye Metrics of Time 3.2.5 Individually Varying Values of Time, 3.2.6 Summary 3.2.7 Empirical Example: Reading Achievement, 3.3 Conclusions 4 Nonlinear Trajectories and the Coding of Time 4.1 Modeling Nonlinear Functions of Time 4.1.1 Polynomial Trajectories: Quadratic Trajectory Model …… 5 Conditional Latent Curve Models 6 The Analysis of Groups 7 Multivariate Latent Curve Models 8 Extensions of Latent Curve Models References Author Index Subject Index |
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