1. Raising the bar (5)
- Author
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Bernard Fingleton, Pedro Amaral, Vassilis Monastiriotis, Maria Abreu, J. Le Gallo, Danilo Camargo Igliori, Harry Garretsen, Franz Fuerst, Paul Elhorst, Arnab Bhattacharjee, Jihai Yu, Luisa Corrado, Philip McCann, Research programme EEF, Research programme GEM, and Urban and Regional Studies Institute
- Subjects
Operations research ,Geography, Planning and Development ,MODELS ,0211 other engineering and technologies ,cooperation ,COMPETITION ,02 engineering and technology ,Variation (game tree) ,migration ,Beijing ,Component (UML) ,0502 economics and business ,Earth and Planetary Sciences (miscellaneous) ,Selection (linguistics) ,Economics ,Regional science ,retail geography ,clusters ,050207 economics ,Settore SECS-P/01 - Economia Politica ,Consumption (economics) ,Amenity ,05 social sciences ,021107 urban & regional planning ,Raising (linguistics) ,spatial econometrics ,Cluster development ,STATES ,Statistics, Probability and Uncertainty ,General Economics, Econometrics and Finance - Abstract
Raising the bar (5). Spatial Economic Analysis. This editorial summarizes and comments on the papers published in this issue 12(1) so as to raise the bar in applied spatial economic research and highlight new trends. The first paper examines the impact of the level of education on the decision to migrate and finds that it is approximately twice as large if both variables are modelled simultaneously. The second paper is one of the first papers to introduce a spatial component to models of international environmental agreements and to develop an exciting overlap with New Economic Geography. The third paper provides a tool, applied to Beijing, with which urban economic planners can investigate the role of variation and selection mechanisms in cluster development and identify possible paths of growth. The fourth paper contributes to the existing literature on retail geography by examining the role of consumption possibilities as an urban amenity. The fifth paper develops a Bayesian estimator of a linear regression model with spatial lags among the dependent variable, the explanatory variables and the disturbances. Finally, the sixth paper develops a semi-parametric generalized method of moments (GMM) estimator for a spatial autoregressive model with space-varying coefficients of the explanatory variables and a spatial autoregressive coefficient common to all units.
- Published
- 2017