π Week 11 Homework β Feedback
π Week 11 Homework β Feedback
Student: Felice Urciuoli Assignment: VAR Estimation and Identification
β Overall Assessment
Result: β Pass
Strong submission with correct implementation. The student correctly estimated the VAR, identified the structural shocks using Cholesky decomposition, and produced the required IRFs. The code is well-structured and includes a clear economic interpretation of the results, correctly identifying the βprice puzzleβ.
π Task-by-Task Check
| Task | Description | Status | Notes |
|---|---|---|---|
| 1.1 | Data Loading & Cleanup | β | Correctly loads US_macro_data.csv and handles dates |
| 1.2 | Data Transformation | β | Correctly computes annualized growth rates (400 * diff log) |
| 1.3 | Construct Data Matrices | β | Correct setup of LHS and RHS matrices |
| 1.4 | OLS Estimation | β | Correct VAR estimation using OLS |
| 1.5 | Extract A1 Matrix | β | Correct extraction of dynamic coefficients |
| 1.6 | Residuals & Sigma | β | Correct calculation of residuals and covariance matrix |
| 1.7 | Identification (Cholesky) | β | Correct use of chol(Sigma, 'lower') |
| 1.8 | Compute IRFs | β | Correct iterative computation of IRFs |
| 1.9 | Plot IRFs | β | Generates clear plots for the monetary policy shock |
| 1.10 | Save Figures | β | Uses saveas to save output |
π Technical Implementation
- VAR Estimation: Correctly implements the OLS estimator for the VAR system.
- Identification: Correctly applies the Cholesky decomposition with the specified ordering (GDP -> Inflation -> Rates).
- IRF Generation: The loop for generating IRFs is logically correct.
- Code Structure: The code is clean and easy to follow.
π¬ Style & Clarity
- Comments: Excellent comments explaining each step of the process.
- Variable Naming: Clear variable names (
Y_lhs3,X_rhs3,B3). - Interpretation: Includes a detailed comment explaining the βprice puzzleβ anomaly found in the results.
π Visual Output Assessment
- Plots: Clear and correctly labeled subplots for the IRFs.
- Titles: Descriptive titles for each subplot.
β Suggestions for Improvement
- Generalization: The code is specific to the 3-variable case. Using loops for plotting could make it more adaptable to larger systems.
π― Summary
Excellent work. The submission meets all requirements and demonstrates a solid understanding of VARs and structural identification. The inclusion of the economic interpretation is a nice touch.
Grade Level: β Pass (10/10 tasks correct)