Report NEP-GEO-2021-05-24

This is the archive for NEP-GEO, a report on new working papers in the area of Economic Geography. Andreas Koch issued this report. It is usually issued weekly.

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Other reports in NEP-GEO

The following items were announced in this report:

• Gabriel S. Lee & Stefanie Braun, 2021. "Agglomeration Spillover Effects in German Land and House Prices at the City and County Levels," Working Papers 207, Bavarian Graduate Program in Economics (BGPE).
• Chen, Liming & Hasan, Rana & Jiang, Yi, 2020. "Urban Agglomeration and Firm Innovation: Evidence from Asia," ADB Economics Working Paper Series 616, Asian Development Bank.
• Jiang, Yi, 2020. "Spatial Dynamics and Driving Forces of Asian Cities," ADB Economics Working Paper Series 618, Asian Development Bank.
• Gobillon, Laurent & Combes, Pierre-Philippe & Zylberberg, Yanos, 2020. "Urban economics in a historical perspective: Recovering data with machine learning," CEPR Discussion Papers 15308, C.E.P.R. Discussion Papers.
• Pamuk, Sevket & Asik, Gunes & Karakoç, UlaÅŸ, 2020. "Regional Inequalities and the West-East Divide in Turkey since 1880," CEPR Discussion Papers 15304, C.E.P.R. Discussion Papers.
• Stephen J. Redding, 2021. "Suburbanization in the United States 1970-2010," CEP Discussion Papers dp1768, Centre for Economic Performance, LSE.
• Egger, Peter & Loumeau, Gabriel & Loumeau, Nicole, 2020. "China's Dazzling Transport-infrastructure Growth: Measurement and Effects," CEPR Discussion Papers 15372, C.E.P.R. Discussion Papers.
• Sebastian Heise & Tommaso Porzio, 2021. "The Aggregate and Distributional Effects of Spatial Frictions," NBER Working Papers 28792, National Bureau of Economic Research, Inc.
• Voth, Hans-Joachim, 2020. "Persistence – Myth and Mystery," CEPR Discussion Papers 15417, C.E.P.R. Discussion Papers.
• Scott W. Hegerty, 2021. "Are the Spatial Concentrations of Core-City and Suburban Poverty Converging in the Rust Belt?," Papers 2105.07824, arXiv.org.
• Kogure, Yosuke & Ikeda, Kiyohiro, 2021. "Group-theoretic analysis of a scalar field on a square lattice," MPRA Paper 107740, University Library of Munich, Germany.