This chapter uses Israeli data to illustrate the estimation of spatially cointegrating vectors using the methodology presented in Chap. 7. Since the empirical illustration is for house prices and housing construction in Israel, a theoretical model is proposed in which the housing markets in two regions are related. The model jointly determines the spatiotemporal dynamics for house prices and housing construction in the two regions. We begin with cointegrating vectors for single equations for house prices in which in the long run regional house prices are hypothesized to vary directly with regional income and population, and inversely with their housing stocks, as well as spatial lags of these variables. Results show that house prices are globally cointegrated with these variables. This is followed by estimating cointegrating vectors for multiple equations. We present a spatial general equilibrium model for Israel in which the regional state variables include house prices, housing starts and completions, wages, employment, population and capital. Whereas housing variables are globally cointegrated, wages, employment and capital or locally cointegrated. Confidence intervals for the parameters of cointegrating vectors are calculated using the bootstrap method described in Chap. 7.
|Original language||American English|
|Title of host publication||Advances in Spatial Science|
|Publisher||Springer International Publishing|
|Number of pages||36|
|State||Published - 2019|
|Name||Advances in Spatial Science|
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© 2019, Springer Nature Switzerland AG.