Openness, Economic Growth and Regional Disparities: The Case by Yanqing Jiang

Openness, Economic Growth and Regional Disparities: The Case by Yanqing Jiang

By Yanqing Jiang

​Substantial disparities throughout diversified chinese language areas are some of the most well-known good points in China’s improvement method. This booklet investigates the mechanisms during which openness impacts nearby fiscal development and interregional disparities in China. in line with the newest facts and utilizing numerous panel information regression suggestions, it presents readers with new findings that make clear the results of openness on China’s neighborhood fiscal development and the evolution of the country’s interregional disparities.

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Example text

10 One basic issue in panel data estimations is whether the individual effects are “fixed” or “random”. If the effects are random, that is, if they are assumed to be uncorrelated with the explanatory variables in the model, then we can put the individual effect into the error term and apply the random effects estimation. However, since the individual effect is likely to be correlated with s and n, and also since the lagged dependent variable is correlated with the individual effect as mentioned earlier, the method of random effects estimation is unsuitable.

References Aiyar S, Feyrer J (2002) A contribution to the empirics of total factor productivity. Dartmouth College working paper, no. 02–09 Bai C-E, Hsieh C-T, Qian Y (2006) The return to capital in China. Brookings Pap Econ Activ 37 (2):61–102 Borensztein E, Ostry JD (1996) Accounting for China’s growth performance. Am Econ Rev 86 (2):224–228 Chow GC (2008) Another look at the rate of increase in TFP in China. J Chin Econ Bus Stud 6 (2):219–224 Chow GC, Li K-W (2002) China’s economic growth: 1952–2010.

2 uses our entire sample period 1982–2010 and the other regressions uses different sub-periods of 1982–2010. These regressions all yield estimated coefficients on the initial log per worker output that are not significantly different from unity. (Note that a unitary partial effect of ln yi0 on ln yit is equivalent to a zero partial effect of ln yi0 on (ln yit À ln yi0)), while a positive less-than-unity partial effect of ln yi0 on ln yit is equivalent to a negative partial effect of ln yi0 on (ln yit À ln yi0) and a greaterthan-unity partial effect of ln yi0 on ln yit is equivalent to a positive partial effect of ln yi0 on (ln yit À ln yi0).

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