Is the slope of the euro area Phillips curve steeper than it seems? Heterogeneity and identification
研究了欧元区各成员国菲利普斯曲线斜率异质性如何导致对联盟平均斜率的估计产生向下偏差，并证明在控制异质性后斜率更陡。
Heterogeneity in Phillips Curve slopes among members of a monetary union can lead to biased to estimates of the union-wide ‘average’ slope in reduced form regressions. The intuition is that in a monetary union with heterogeneous regional Phillips curve slopes, the central bank, aiming at stabilizing demand shocks, will react stronger to shocks in regions with steep slopes compared to shocks in regions with flat slopes. Using a simple New-Keynesian model of a monetary union we show that when failing to account for this heterogeneity in the estimation, reduced form estimates of the union-wide ‘average’ slope suffer from a sizable bias. Empirically, we show that a similar bias exists in EMU data and slope estimates that adequately control for slope heterogeneity are steeper than those from reduced form OLS regressions. • We investigate to which extent Phillips Curve slope heterogeneity in the Euro area leads to biases in the estimated union-wide slope. • Simulations show that slope heterogeneity leads to a small but sizable bias in the union-wide slope coefficient for most estimation methods. • In EMU data, unaccounted slope heterogeneity leads to a downward bias in union-wide estimates of Phillips Curve slopes.