Event History Modeling :A Guide for Social Scientists ( Analytical Methods for Social Research )

Publication subTitle :A Guide for Social Scientists

Publication series :Analytical Methods for Social Research

Author: Janet M. Box-Steffensmeier; Bradford S. Jones  

Publisher: Cambridge University Press‎

Publication year: 2004

E-ISBN: 9780511192630

P-ISBN(Paperback): 9780521837675

Subject: C3 Social Science Research Methods

Keyword: 政治理论

Language: ENG

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Event History Modeling

Description

Event History Modeling, first published in 2004, provides an accessible guide to event history analysis for researchers and advanced students in the social sciences. The substantive focus of many social science research problems leads directly to the consideration of duration models, and many problems would be better analyzed by using these longitudinal methods to take into account not only whether the event happened, but when. The foundational principles of event history analysis are discussed and ample examples are estimated and interpreted using standard statistical packages, such as STATA and S-Plus. Critical innovations in diagnostics are discussed, including testing the proportional hazards assumption, identifying outliers, and assessing model fit. The treatment of complicated events includes coverage of unobserved heterogeneity, repeated events, and competing risks models. The authors point out common problems in the analysis of time-to-event data in the social sciences and make recommendations regarding the implementation of duration modeling methods.

Chapter

Event History Data Structures

Mathematical Components of Event History Analysis

Problems with Modeling Duration Data

Censoring and Truncation

Accounting for Censoring

Time-Varying Covariates

Conclusion

CHAPTER 3 Parametric Models for Single-Spell Duration Data

The Exponential Model

The Weibull Model

Example 3.1: Weibull Model of U.N. Peacekeeping Missions

The Log-Logistic and Log-Normal Models

Example 3.2: Models of Candidacy Winnowing

The Gompertz Model

Estimation of Parametric Models

Choosing among Parametric Distributions

Example 3.3: Generalized Gamma Model of Cabinet Duration

Assessing Model Fit

Example 3.4: The AIC and Models of Cabinet Duration

Conclusion

CHAPTER 4 The Cox Proportional Hazards Model

Problems with Parameterizing the Baseline Hazard

The Cox Model

Example 4.1: A Cox Model of U.N. Peacekeeping Missions

Partial Likelihood

The Breslow Method

The Efron Method

Averaged Likelihood

The Exact Discrete Method

Example 4.2: Cox Models of Cabinet Durations

Interpretation of Cox Model Estimates

Retrieving the Baseline Hazard and Survivor Functions

Example 4.3: Baseline Functions and Cabinet Durations

Conclusion

CHAPTER 5 Models for Discrete Data

Discrete-Time Data

S(t), f(t), and h(t) for the Discrete-Time Model

Models for Discrete-Time Processes

Incorporating Duration in the Discrete-Time Framework

Temporal Dummy Variables and Transformations

Smoothing Functions

Interpretation of Discrete-Time Model Estimates

Example 5.1: Discrete-Time Models of U.S. House Member Careers

Conditional Logit and the Cox Model

Example 5.2: Militarized Interventions

Conclusion

CHAPTER 6 Issues in Model Selection

Advantages and Disadvantages of Modeling Strategies

Parametric Models Revisited

Discrete-Time Models Revisited

The Cox Model Revisited

Flexible Parametric Models

Example 6.1: Adoption of Restrictive Abortion Legislation

Do All Roads Lead to the Cox Model?

Conclusion

CHAPTER 7 Inclusion of Time-Varying Covariates

Incorporating Exogenous TVCs into the Duration Model

Counting Processes and Duration Data with TVCs

TVCs and the Cox Model

Example 7.1: Challenger Deterrence in U.S. House Elections

TVCs and Parametric Models

Example 7.2: Use of TVCs in a Weibull Model

TVCs and Discrete-Time Models

Example 7.3: House Careers and TVCs

Temporal Ordering of TVCs and Events

Endogeneity of TVCs

Temporal Dependence among Observations

Example 7.4: Robust Variance Estimation

Conclusion

CHAPTER 8 Diagnostic Methods for the Event History Model

Residuals in Event History Models

Cox-Snell Residuals

Schoenfeld Residuals

Martingale Residuals

Deviance Residuals

Score Residuals

Residual Analysis and the Cox Model

Adequacy of the Cox Model

Example 8.1: Application Using Cox-Snell Residuals

Functional Form of a Covariate

Example 8.2: Application Using Martingale Residuals

Influential Observations

Example 8.3: Influence Diagnostics Using Score Residuals

Poorly Predicted Observations

Example 8.4: Assessing Poorly Predicted Observations

The Adequacy of the Proportional Hazards Assumption

Example 8.5: Testing the PH Assumption

Residual Analysis and Parametric Models

Cox-Snell Residuals Applied to Parametric Models

Example 8.6: Using Cox-Snell Residuals to Assess Parametric Forms

Martingales, Deviance, and Score Residuals for Parametric Models

Conclusion

CHAPTER 9 Some Modeling Strategies for Unobserved Heterogeneity

Heterogeneity

Frailty Models

Individual Frailty

Example 9.1: Use of Frailty Model with Conflict Data

Shared-Frailty Models

Uses of Frailty Models

The Split-Population Model

Example 9.2: Split Population Model of PAC Contributions

Conclusion

CHAPTER 10 Models for Multiple Events

Unordered Events of the Same Type

Repeated Events Models

Variance-Corrected Models for Repeated Events

Example 10.1: A Repeated Events Model for Militarized Intervention Data

Frailty Models and Repeated Events Data

Competing Risks Models

Latent Survivor Time Approach to Competing Risks

Example 10.2: Competing Risks Model of Congressional Careers

Multinomial Logit Approach to Competing Risks

Example 10.3: MNL Competing Risks Model of Congressional Careers

Stratified Cox Approach to Competing Risks

Example 10.4: State Adoption of Restrictive Abortion Legislation Using a Stratified Cox Model

Dependent Risks

Conclusion

CHAPTER 11 The Social Sciences and Event History

Common Problems in the Analysis of Social Science Event History Data

The “Patient Never Dies”

Failure to Discriminate among Event Types

Poor Measurement of Survival Times and TVCs

The Meaning of Time Dependency

What Should Social Scientists Do?

Connecting Theory to Events

Data Collection Efforts

When does the “clock start ticking?”

Which events are of interest?

What is the process of interest?

Are there different kinds of events that can occur?

Are TVCs going to be used in subsequent analyses?

Recommendations for Modeling Strategies

Is duration dependency a “nuisance”?

What issues emerge in the application of the Cox model?

In what settings might one use parametric methods?

What issues emerge in the application of parametric models?

What about discrete-time data?

What issues emerge in the application of “logit-type” models?

What about complicated event structures?

What about interpretation of event history results?

Some Concluding Thoughts

Conclusion

Appendix Software for Event History Analysis

References

Index

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