Bias and Consistency in Three-way Gravity Models

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Tác giả: Martin Weidner, Thomas Zylkin

Ngôn ngữ: eng

Ký hiệu phân loại: 526.7 Gravity determinations

Thông tin xuất bản: 2019

Mô tả vật lý:

Bộ sưu tập: Báo, Tạp chí

ID: 163305

 Comment: JEL Classification Codes: C13
  C50
  F10 Keywords: Structural Gravity, Trade Agreements
  Asymptotic Bias Correction
  Network Panel DataWe study the incidental parameter problem for the ``three-way'' Poisson {Pseudo-Maximum Likelihood} (``PPML'') estimator recently recommended for identifying the effects of trade policies and in other panel data gravity settings. Despite the number and variety of fixed effects involved, we confirm PPML is consistent for fixed $T$ and we show it is in fact the only estimator among a wide range of PML gravity estimators that is generally consistent in this context when $T$ is fixed. At the same time, asymptotic confidence intervals in fixed-$T$ panels are not correctly centered at the true point estimates, and cluster-robust variance estimates used to construct standard errors are generally biased as well. We characterize each of these biases analytically and show both numerically and empirically that they are salient even for real-data settings with a large number of countries. We also offer practical remedies that can be used to obtain more reliable inferences of the effects of trade policies and other time-varying gravity variables, which we make available via an accompanying Stata package called ppml_fe_bias.
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