RDP 2001-02: Changes in the Determinants of Inflation in Australia Appendix B: First Stage Import Price Equation
May 2001
- Download the Paper 372KB
 
The first stage pass-through relationship is estimated from the March quarter 1985. Results from an error-correction equation are shown below. In the equation, linear homogeneity is accepted and has been imposed.
| Coefficient | Std error | |
|---|---|---|
| Independent variable | ||
| Constant | 153.2712 | 40.2754*** | 
| Import prices (lag 1) | −0.3345 | 0.0889*** | 
| World prices (lag 1) | 0.3345 | 0.0889*** | 
| Exchange rate (lag 1) | −0.3345 | 0.0889*** | 
| Change in the exchange rate (lag 0) | −0.6572 | 0.0303*** | 
| Change in the exchange rate (lag 1) | −0.0998 | 0.0462** | 
| Change in world prices (lag 0) | 0.5669 | 0.2115*** | 
| Change in world prices (lag 1) | 0.3887 | 0.2113* | 
| Trend(b) | −0.1077 | 0.0261*** | 
| Dummy 1998:Q2–1999:Q3(c) | −2.7964 | 0.6993*** | 
| Long-run elasticities | ||
| World prices | 1 | |
| Exchange rate | −1 | |
| Adjusted R2 | 0.9199 | |
| Residual autocorrelation LM(4) | {0.0715} | |
| Breusch-Pagan heteroscedasticity test | {0.0022} | |
| Jarque-Bera normality test | {0.0302} | |
| Linear homogeneity(d) | {0.9843} | |
| 
									 Notes: (a) Equation is from Beechey et al (2000). ***, ** and
										* represent significance at the 1, 5 and 10 per cent levels. Numbers in braces
										{} are p-values. All variables in log-levels are multiplied by 100 (so growth
										rates are in percentages). Given the evidence of heteroscedasticity, the
										standard errors reported are White heteroscedasticity-consistent standard
										errors.  | 
							||