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Growth agglomeration effects in spatially interdependent Latin American regions. (2016). Guevara, Carolina.
In: Working Papers.
RePEc:hal:wpaper:halshs-01281610.

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  1. Convergence in GDP per capita across the EU regions— spatial effects. (2019). Maciej, Pietrzykowski.
    In: Economics and Business Review.
    RePEc:vrs:ecobur:v:5:y:2019:i:2:p:64-85:n:4.

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References

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  31. Williamson, J. G. (1965). Regional inequality and the process of national development: A description of the patterns. Economic Development & Cultural Change, page 3. Appendices A Spatial dependence test In Table 6, we present the test of spatial dependence for estimations shown in section 3.3.2. According to the Moran’s I test, the null hypothesis of no spatial correlation is not rejected for most of periods t. However, when using the spatial weight matrix (W k1), spatial correlation remains in periods p1 and p3. In the case of matrices (W g) and (W beL), spatial correlation has been considerably reduced. There is absence of spatial dependence in the residuals after the estimations using the distance weight matrix (W d).
    Paper not yet in RePEc: Add citation now

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  4. Regional Convergence in the Russian Federation: Spatial and Temporal Dynamics. (2019). Perret, Jens K.
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  5. Globalisation, the Mobility of Skilled Workers, and Economic Growth: Constructing a Novel Brain Drain/Gain Index for European Countries. (2019). lucey, brian ; Zhang, Qiantao A.
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  7. Does the location and the institutional background matter in convergence modelling of the EU regions?. (2017). Furkova, Andrea ; Chocholata, Michaela.
    In: Central European Journal of Operations Research.
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  8. FACTORS INFLUENCING NUTS3 LEVEL REGIONAL COMPETITIVENESS IN CENTER REGION, ROMANIA. A PANEL REGRESSION ANALYSIS. (2017). Gyorfy, Lehel ; Madaras, Szilard .
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    In: Working Papers.
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    Full description at Econpapers || Download paper

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