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Omitted Variable Tests and Dynamic Specification
An Application to Demand Homogeneity
von Björn SchmolckInhaltsverzeichnis
- 1. Introduction.
- 2. The t-statistic under dynamic misspecification.
- 2.1 The model.
- 2.2 Properties of the estimators ?.
- 2.3 The distribution of the quasi t-statistic.
- 2.4 Invariance results.
- 2.5 Monte Carlo experimentation.
- 3. Consumer theory and the Rotterdam model.
- 3.1 Commodity space and budget set.
- 3.2 Preferences, direct utility function and Marshallian demand.
- 3.3 Cost function and Hicksian demand.
- 3.4 The Rotterdam model.
- 3.5 The Rotterdam model in matrix form.
- 4. Robust estimation.
- 4.1 Quasi-maximum likelihood estimation.
- 4.2 Estimation of the covariance matrix of the quasi-maximum likelihood estimator.
- 5. Testing for homogeneity.
- 5.1 Anderson’s U test if the errors are time-independent (LRU).
- 5.2 Functional equivalence between the LRU and Laitinen’s statistic.
- 5.3 Likelihood ratio test if the errors are VAR(p).
- 5.4 The distribution of the LRU statistic under dynamic misspecification.
- 5.5 The robust Wald test.
- 5.6 Summary.
- 6. Monte Carlo experimentation.
- 6.1 Data.
- 6.2 The data-generating process.
- 6.3 Experiments.
- 6.4 Simulation results.
- 7. Conclusions.
- A. Proof of proposition 5.4.
- B. Data.
- C. Values of the population parameters.
- D. Algorithm for the MA(1) parameters.
- List of Figures.
- List of Tables.