Panel data is a data type increasingly used in research in economics, social sciences, and medicine. Its primary characteristic is that the data variation goes jointly over space (across individuals, firms, countries, etc.) and time (over years, months, etc.). Panel data allow examination of problems that cannot be handled by cross-section data or time-series data. Panel data analysis is a core field in modern econometrics and multivariate statistics, and studies based on such data occupy a growing part of the field in many other disciplines. The book is intended as a text for master and advanced undergraduate courses. It may also be useful for PhD-students writing theses in empirical and applied economics and readers conducting empirical work on their own. The book attempts to take the reader gradually from simple models and methods in scalar (simple vector) notation to more complex models in matrix notation. A distinctive feature is that more attention is given to unbalanced panel data, the measurement error problem, random coefficient approaches, the interface between panel data and aggregation, and the interface between unbalanced panels and truncated and censored data sets. The 12 chapters are intended to be largely self-contained, although there is also natural progression. Most of the chapters contain commented examples based on genuine data, mainly taken from panel data applications to economics. Although the book, inter alia, through its use of examples, is aimed primarily at students of economics and econometrics, it may also be useful for readers in social sciences, psychology, and medicine, provided they have a sufficient background in statistics, notably basic regression analysis and elementary linear algebra.
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A graduate text on panel data that takes the reader gradually from simple models and methods in scalar (simple vector) notation to more complex models in matrix notation.
1: Introduction 2: Regression Analysis: Fixed Effects Models Appendix 2A. Properties of GLS Appendix 2B. Kronecker-product Operations: Examples 3: Regression Analysis: Random Effects Models Appendix 3A. Two Theorems related to GLS Estimation 4: Regression Analysis with Heterogeneous Coefficients Appendix 4A. Matrix Inversion and Matrix Products: Useful Results Appendix 4B. A Reinterpretation of the GLS Estimator 5: Regression Analysis with Uni-Dimensional Variables 6: Latent Heterogeneity Correlated with Regressors Appendix 6A. Reinterpretation: Block-Recursive System Appendix 6B. Proof of Consistency of the Two-Step Estimators 7: Measurement Errors Appendix 7A. Asymptotics for Aggregate Estimators 8: Dynamics Models Appendix 8A. Within Estimation of the AR Coefficient: Asymptotics Appendix 8B. Autocovariances and Correlograms ᵧit and ᵧit 9: Analysis of Discrete Response Appendix 9A. The General Binomial Model: ML Estimation Appendix 9B. The Multinomial Logit Model: Conditional ML Estimation 10: Unbalanced Panel Data Appendix 10A. Between-Estimation: Proofs Appendix 10B. GLS Estimation: Proofs Appendix 10C. Estimation of Variance Components: Details 11: Panel Data with Systematic Unbalance Appendix 11A. On truncated normal distributions Appendix 11B. Partial Effects in Censoring Models 12: Multi-Equation Models Appendix 12A. Estimating the Error Components Covariance Matrices Appendix 12B. Matrix Differentiation: Useful Results Appendix 12C. Estimator Covariance Matrices in Interdependent Model
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Takes the reader from simple models and methods in scalar (simple vector) notation to more complex models in matrix notation Covers unbalanced panel data, the measurement error problem, random coefficient approaches, the interface between panel data and aggregation, and the interface between unbalanced panels and truncated and censored data sets The 12 chapters are intended to be largely self-contained, although there is a natural progression Suitable for master and advanced undergraduate courses
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Erik Biørn is Professor Emeritus at the University of Oslo. From 1986 to 2014 he taught econometrics at all levels at this university. Previously he was a researcher at Statistics Norway. His publications include several articles on empirical and theoretical topics in panel data analysis, and the book Taxation, Technology, and the User Cost of Capital (1989, Elsevier).
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Takes the reader from simple models and methods in scalar (simple vector) notation to more complex models in matrix notation Covers unbalanced panel data, the measurement error problem, random coefficient approaches, the interface between panel data and aggregation, and the interface between unbalanced panels and truncated and censored data sets The 12 chapters are intended to be largely self-contained, although there is a natural progression Suitable for master and advanced undergraduate courses
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Produktdetaljer

ISBN
9780198753445
Publisert
2016
Utgiver
Vendor
Oxford University Press
Vekt
956 gr
Høyde
254 mm
Bredde
192 mm
Dybde
27 mm
Aldersnivå
U, P, 05, 06
Språk
Product language
Engelsk
Format
Product format
Innbundet
Antall sider
418

Forfatter

Om bidragsyterne

Erik Biørn is Professor Emeritus at the University of Oslo. From 1986 to 2014 he taught econometrics at all levels at this university. Previously he was a researcher at Statistics Norway. His publications include several articles on empirical and theoretical topics in panel data analysis, and the book Taxation, Technology, and the User Cost of Capital (1989, Elsevier).