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9780471169376

An Introduction to Bayesian Inference in Econometrics

by
  • ISBN13:

    9780471169376

  • ISBN10:

    0471169374

  • Edition: 1st
  • Format: Paperback
  • Copyright: 1996-08-17
  • Publisher: Wiley-Interscience
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Supplemental Materials

What is included with this book?

Summary

This is a classical reprint edition of the original 1971 edition ofAn Introduction to Bayesian Inference in Economics. This historical volume is an early introduction to Bayesian inference and methodology which still has lasting value for today's statistician and student. The coverage ranges from the fundamental concepts and operations of Bayesian inference to analysis of applications in specific econometric problems and the testing of hypotheses and models.

Author Biography

Arnold Zellner was a leading economist at the University of Chicago Booth School of Business who pioneered the field of Bayesian econometrics. Zellner was known for the breadth of his contributions to many different areas of econometrics. His pioneering work in systems of equations, Bayesian statistics and econometrics, or time series analysis would each have earned him worldwide recognition. An award-winning teacher, Zellner published more than 200 scholarly articles and 22 books and monographs, including An Introduction to Bayesian Inference in Econometrics, J. Wiley and Sons, Inc., 1971 and Basic Issues in Econometrics, University of Chicago Press, 1984.

Table of Contents

I Remarks on Inference in Economics
1(12)
1.1 The Unity of Science
1(1)
1.2 Deductive Inference
2(2)
1.3 Inductive Inference
4(1)
1.4 Reductive Inference
5(2)
1.5 Jeffreys' Rules for a Theory of Inductive Inference
7(1)
1.6 Implications of the Rules
8(4)
Questions and Problems
12(1)
II Principles of Bayesian Analysis with Selected Applications
13(45)
2.1 Bayes' Theorem
13(4)
2.2 Bayes' Theorem and Several Sets of Data
17(1)
2.3 Prior Probability Density Functions
18(3)
2.4 Marginal and Conditional Posterior Distributions for Parameters
21(3)
2.5 Point Estimates for Parameters
24(3)
2.6 Bayesian Intervals and Regions for Parameters
27(1)
2.7 Marginal Distribution of the Observations
28(1)
2.8 Predictive Probability Density Functions
29(1)
2.9 Point Prediction
30(1)
2.10 Prediction Regions and Intervals
31(1)
2.11 Some Large Sample Properties of Bayesian Posterior Pdf's
31(3)
2.12 Application of Principles to Analysis of the Pareto Distribution
34(4)
2.13 Application of Principles to Analysis of the Binomial Distribution
38(2)
2.14 Reporting the Results of Bayesian Analyses
40(1)
Appendix
41(13)
Questions and Problems
54(4)
III The Univariate Normal Linear Regression Model
58(28)
3.1 The Simple Univariate Normal Linear Regression Model
58(7)
3.1.1 Model and Likelihood Function
58(2)
3.1.2 Posterior Pdf's for Parameters with a Diffuse Prior Pdf
60(3)
3.1.3 Application to Analysis of the Investment Multiplier
63(2)
3.2 The Normal Multiple Regression Model
65(17)
3.2.1 Model and Likelihood Function
65(1)
3.2.2 Posterior Pdf's for Parameters with a Diffuse Prior Pdf
66(4)
3.2.3 Posterior Pdf Based on an Informative Prior Pdf
70(2)
3.2.4 Predictive Pdf
72(3)
3.2.5 Analysis of Model when X'X is Singular
75(7)
Questions and Problems
82(4)
IV Special Problems in Regression Analysis
86(28)
4.1 The Regression Model with Autocorrelated Errors
86(12)
4.2 Regressions with Unequal Variances
98(10)
4.3 Two Regressions with Some Common Coefficients
108(2)
Appendix 1
110(1)
Appendix 2
110(2)
Questions and Problems
112(2)
V On Errors in the Variables
114(48)
5.1 The Classical EVM: Preliminary Problems
114(9)
5.2 Classical EVM: ML Analysis of the Functional Form
123(4)
5.3 ML Analysis of Structural Form of the EVM
127(5)
5.4 Bayesian Analysis of the Functional Form of the EVM
132(13)
5.5 Bayesian Analysis of the Structural Form of the EVM
145(1)
5.6 Alternative Assumption about the Incidental Parameters
145(9)
Appendix
154(3)
Questions and Problems
157(5)
VI Analysis of Single Equation Nonlinear Models
162(24)
6.1 The Box-Cox Analysis of Transformations
162(7)
6.2 Constant Elasticity of Substitution (CES) Production Function
169(7)
6.3 Generalized Production Functions
176(7)
Questions and Problems
183(3)
VII Time Series Models: Some Selected Examples
186(38)
7.1 First Order Normal Autoregressive Process
186(5)
7.2 First Order Autoregressive Model with Incomplete Data
191(3)
7.3 Analysis of a Second Order Autoregressive Process
194(6)
7.4 "Distributed Lag" Models
200(7)
7.5 Applications to Consumption Function Estimation
207(6)
7.6 Some Generalizations of the Distributed Lag Model
213(3)
Appendix
216(4)
Questions and Problems
220(4)
VIII Multivariate Regression Models
224(24)
8.1 The Traditional Multivariate Regression Model
224(9)
8.2 Predictive Pdf for the Traditional Multivariate Regression Model
233(3)
8.3 The Traditional Multivariate Model with Exact Restrictions
236(2)
8.4 Traditional Model with an Informative Prior Pdf
238(2)
8.5 The "Seemingly Unrelated" Regression Model
240(6)
Questions and Problems
246(2)
IX Simultaneous Equation Econometric Models
248(43)
9.1 Fully Recursive Models
250(2)
9.2 General Triangular Systems
252(1)
9.3 The Concept of Identification in Bayesian Analysis
253(5)
9.4 Analysis of Particular Simultaneous Equation Models
258(7)
9.5 "Limited Information" Bayesian Analysis
265(5)
9.6 Full System Analysis
270(6)
9.7 Results of Some Monte Carlo Experiments
276(11)
9.7.1 The Model and Its Specifications
277(1)
9.7.2 Sampling-Theory Analysis of the Model
278(1)
9.7.3 Bayesian Analysis of the Model
278(2)
9.7.4 Experimental Results: Point Estimates
280(6)
9.7.5 Experimental Results: Confidence Intervals
286(1)
9.7.6 Concluding Remarks on the Monte Carlo Experiments
286(1)
Questions and Problems
287(4)
X On Comparing and Testing Hypotheses
291(28)
10.1 Posterior Probabilities Associated with Hypotheses
292(6)
10.2 Analyzing Hypotheses with Diffuse Prior Pdf's for Parameters
298(4)
10.3 Comparing and Testing Hypotheses with Nondiffuse Prior Information
302(4)
10.4 Comparing Regression Models
306(6)
10.5 Comparing Distributed Lag Models
312(5)
Questions and Problems
317(2)
XI Analysis of Some Control Problems
319(41)
11.1 Some Simple One Period Control Problems
320(7)
11.2 Single-Period Control of Multiple Regression Processes
327(4)
11.3 Control of Multivariate Normal Regression Processes
331(2)
11.4 Sensitivity of Control to Form of Loss Function
333(3)
11.5 Two-Period Control of the Multiple Regression Model
336(8)
11.6 Some Multiperiod Control Problems
344(10)
Appendix 1
354(2)
Appendix 2
356(2)
Questions and Problems
358(2)
XII Conclusion
360(3)
Appendix A 363(16)
Appendix B 379(21)
Appendix C 400(15)
Bibliography 415(8)
Author Index 423(4)
Subject Index 427

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