The home-market effect and bilateral trade patterns:
A reexamination of the evidence
Cong S. Pham
a,
⁎, Mary E. Lovely
b
, Devashish Mitra
c
a
School of Accounting, Economics and Finance, Deakin University, 221 Burwood Highway, Burwood, 3125 Victoria, Australia
b
Department of Economics, Syracuse University, Eggers Hall, Syracuse, NY 13244, United States
c
Department of Economics, Syracuse University, 133, Eggers Hall, Syracuse, NY 13244, United States
article info abstract
Article history:
Received 20 June 2013
Received in revised form 22 October 2013
Accepted 22 October 2013
Available online 9 November 2013
This paper finds that the evidence for the home market effect (HME) found by Hanson and
Xiang (AER, 2004) is sensitive to the way the dependent and the independent variables are
constructed. Second, we also find that the HME evidence goes away when we estimate their
difference-in-difference gravity model on a truncated sample of positive trade flows. With
Eaton–Tamura–Tobit, Heckman, and Helpman–Melitz–Rubinstein estimation of the gravity
equation using Hanson and Xiang's data, we are unable to find any evidence for the HME.
Finally, the HME evidence is also absent for a sample of Canadian provinces' exports to U.S.
states. All of our results, taken together, do not reject the existence of the HME in general but
rather suggest that the HME results found by Hanson and Xiang may not be robust.
© 2013 Elsevier Inc. All rights reserved.
JEL classification:
F12
F14
Keywords:
Gravity equation
Home-market effect
Zero trade flows
1. Introduction
Hanson and Xiang (2004) develop a multi-sector, monopolistic competition model and use it to reveal a systematic
relationship between the strength of the home-market effect and industry characteristics.
1,2
The multisectoral nature of their
model, by suggesting “treatment” and “control” sectors, allows them to devise a difference-in-difference gravity approach to
empirically test the home-market effect. The home-market prediction is that industries with high transport costs and low
substitution elasticities (more highly differentiated products) will tend to be more concentrated in large countries than industries
with low transport costs and high substitution elasticities. Hanson and Xiang treat the former industries as “treatment” industries
and the latter as “control” industries. Using this innovative approach, they are able to address major econometric concerns about
earlier tests of the home-market effect, including possible correlation between industry demand and supply shocks and a failure
to control for “remoteness” of exporting and importing countries, both of which can lead to biased coefficient estimates. Because
Hanson and Xiang's approach provides a novel and potentially quite useful methodological breakthrough, we examine the
robustness of their findings to changes in data handling, changes in sample, and changes in estimation procedure. Overall, the
International Review of Economics and Finance 30 (2014) 120–137
⁎ Corresponding author. Tel.: +61 3 924 46611.
E-mail addresses: cpham@deakin.edu.au (C.S. Pham), melovely@maxwell.syr.edu (M.E. Lovely), dmitra@maxwell.syr.edu (D. Mitra).
1
HME: the home-market effect; OLS: ordinary least squares; ET-Tobit: Eaton–Tamura Tobit.
2
Note that the HME hypothesis is an important prediction of new trade theory and new economic geography. Empirical studies on the HME include for
example Head and Ries (1998), Behrens et al. (2009) and Kamal, Lovely, and Ouyang (2012). It is important here not to view the HME hypothesis in international
trade as analogous or similar to the equity home bias puzzle in international finance. The latter refers to the fact that individuals and institutions in most countries
hold modest amounts of foreign equity in their portfolios. See, for instance, French and Poterba (1991), Jinlan (2009) and Fugazza, Giofre, and Nicodano (2011).
1059-0560/$ – see front matter © 2013 Elsevier Inc. All rights reserved.
http://dx.doi.org/10.1016/j.iref.2013.10.005
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