2015
DOI: 10.1016/j.jeconom.2014.08.006
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Estimation of fixed effects panel regression models with separable and nonseparable space–time filters

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Cited by 26 publications
(14 citation statements)
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“…• Consider a spatial autoregressive (SAR) process such as e t = λW N e t + ε t = S −1 N ε t . If we assume S −1 N is uniformly bounded in both row and column sums in absolute value as in Lee and Yu (2015), and ε t is i.i.d. or α-mixing sequence over time, it is easy to check such a SAR process satisfies Assumption 2(i).…”
Section: Appendix a Related Discussion Of The Main Resultsmentioning
confidence: 99%
“…• Consider a spatial autoregressive (SAR) process such as e t = λW N e t + ε t = S −1 N ε t . If we assume S −1 N is uniformly bounded in both row and column sums in absolute value as in Lee and Yu (2015), and ε t is i.i.d. or α-mixing sequence over time, it is easy to check such a SAR process satisfies Assumption 2(i).…”
Section: Appendix a Related Discussion Of The Main Resultsmentioning
confidence: 99%
“…The impact of a change in one of the explanatory variables over space falls by the factor ρW for every higher-order neighbor, and over time by the factor τ for every next time period. Due to this property, Lee and Yu ( 2015 ) label it as the separable space-time filter. Although this empirical regularity does not have to be met in theory, empirical evidence in favor of it has been found in many studies.…”
Section: Temporal and Spatiotemporal Lags: Andmentioning
confidence: 99%
“…Debarsy, Ertur, and LeSage () discuss the properties of dynamic spatial Durban models (DSDM) and the interpretation of the coefficients in these models. Lee and Yu () point out that better models than the DSDM exist if time and space effects cannot be separated, but if time and space effects are separable, the computational gains from the DSDM prove superior to existing models for practical estimations (Parent & LeSage, ).…”
Section: Empirical Analysismentioning
confidence: 99%