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Introduction | |
List of Symbols | |
Aggregation of Scalar Processes | |
Common and Idiosyncratic Components | |
The Model for the Individual Variables | |
A Large Number of Agents | |
Large Numbers: a General Result | |
A Continuum of Agents | |
Autoregressive Relationships among the Microvariables | |
Bibliographic Notes | |
How Many Common Shocks? | |
Perfect Correlation | |
Pairwise Singularity | |
Pairwise Cointegration | |
How Many Common Shocks? | |
Dynamic Principal Components | |
Further Empirical Evidence | |
Bibliographic Notes | |
The Regional Model | |
From the Individual to the Regional Model | |
Specification of the Regional Model | |
Estimation and Diagnostic Checking | |
Identification of the Common Shocks | |
Bibliographic Notes | |
Aggregating the Common Components | |
The Wold Representation of the Macrovariable | |
Identification of the Microparameters | |
Bibliographic Notes | |
Aggregation of Economic Models | |
Reformulation of Standard Representative-Agent Models | |
Life Cycle, Permanent Income under Rational Expectations | |
A Labor Demand Schedule under Rational Expectations | |
Consumption and Income Again: Error Correction Mechanisms | |
Rules of Thumb. Non-Fully Rational, Routinized Behaviors | |
Structural VAR Models. General Equilibrium | |
Bibliographic Notes | |
The Disaggregated Model | |
The Microparameter Space | |
The Micromodel | |
The Population Space | |
The Disaggregated Model | |
Further Comments on the Micromodel. Analytic Functions | |
Negligible Subsets. The Alternative Principle | |
Non-Redundancy of the Common Shocks | |
Dependent and Independent Variables | |
The Micromodel Coefficients as Analytic Functions | |
Bibliographic Notes | |
The Aggregate Model | |
Definition of the Aggregate Model | |
Dropping the Idiosyncratic Component | |
Aggregation of the DI Model | |
Macrovariables in the Micromode | |
General Equilibrium | |
Populations and Distributions over [TYPE IN SYMBOL] | |
Restrictions and Subsets of the Population Space | |
Bibliographic Notes | |
The Rank of the Aggregate Vector | |
General Statements | |
The Two-Point Example | |
A Theorem for the DI Model | |
More on the Subset of [TYPE IN SYMBOL] where the Model is Singular | |
Bibliographic Notes | |
Cointegration | |
General Results | |
Log-Linear Models | |
An Observation on the Alternative Principle | |
Bibliographic Notes | |
An Extension of the Alternative Principle | |
From the Spectral Density to the Wold Representation | |
An Extension of the Alternative Principle | |
Bibliographic Notes | |
Granger Causality | |
General Results | |
Discussion of the Two-Point Example | |
Bibliographic Notes | |
Wold Representation: VAR and ARMAX Models | |
Var Models | |
Fundamentalness | |
ARMAX Models | |
Interpretation. Overidentifying Restrictions | |
Bibliographic Notes | |
Macroeconomic Applications | |
Permanent Income and the Error Correction Mechanism | |
Excess Sensitivity | |
Cointegration of Consumption and Total Income | |
Singularity | |
Consumption Volatility | |
Complete Information and the Representative Agent | |
An Explanation for Sensitivity and Smoothness | |
Micro and Macro Singularity | |
Reconciling PIH and ECM | |
An Empirical Exercise | |
Bibliographic Notes | |
Disaggregating the Business Cycle | |
The Number of Common Shocks | |
Identification of the Common Technology Shock | |
Estimation of the Sectoral Model | |
Diagnostic Checking, Data Sources, and Data Treatment | |
SummaryConclusions | |
Appendix. Elements of Discrete Time Series Theory | |
Orthogonal Projections | |
The Wold Representation | |
MA Representations of Regular Processes | |
Non-Fundamentalness and Prediction | |
Scalar ARMA Processes | |
Vector Processes | |
The Spectral Density | |
Granger Causality and Sims's Theorem | |
Bibliographic | |
Notes | |
References | |
Index | |
Table of Contents provided by Publisher. All Rights Reserved. |
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