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Is Poverty Decentralizing? Quantifying Uncertainty in the Decentralization of Urban Poverty

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  • Leo Kavanagh
  • Duncan Lee
  • Gwilym Pryce

Abstract

In this article we argue that the recent focus on the suburbanization of poverty is problematic because of the ambiguities and inconsistencies in defining suburbia. To improve transparency, replicability, and comparability, we suggest that research on the geographical changes to the distribution of poverty should focus on three questions: (1) How centralized is urban poverty? (2) To what extent is it decentralizing? (3) Is it becoming spatially dispersed? With respect to all three questions, the issue of quantifying uncertainty has been underresearched. The main contribution of the article is to provide a practical and robust solution to the problem of inference based on a Bayesian multivariate conditional autoregressive (CAR) model, made accessible via the R software package CARBayes. Our approach can be applied to spatiotemporally autocorrelated data and can estimate both levels of and change in global relative centralization index (RCI), local RCIs, and dissimilarity indexes. We illustrate our method with an application to Scotland's four largest cities. Our results show that poverty was centralized in 2011 in Glasgow, Dundee, and Aberdeen. Poverty in Edinburgh, however, was decentralized: Nonpoor households tend to live closer to the center than poor ones and increasingly so. We also find evidence of statistically significant reductions in centralization of poverty in all four cities. To test whether this change is associated with poverty becoming more dispersed, we estimate changes to evenness and local decentralization of poverty, revealing complex patterns of change.

Suggested Citation

  • Leo Kavanagh & Duncan Lee & Gwilym Pryce, 2016. "Is Poverty Decentralizing? Quantifying Uncertainty in the Decentralization of Urban Poverty," Annals of the American Association of Geographers, Taylor & Francis Journals, vol. 106(6), pages 1286-1298, November.
  • Handle: RePEc:taf:raagxx:v:106:y:2016:i:6:p:1286-1298
    DOI: 10.1080/24694452.2016.1213156
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    Cited by:

    1. Sungyop Kim & Dohyung Kim, 2024. "Climate change and cooling equity: Spatial dynamics of vulnerable populations," Growth and Change, Wiley Blackwell, vol. 55(1), March.
    2. Scott W. Hegerty, 2021. "Are the Spatial Concentrations of Core-City and Suburban Poverty Converging in the Rust Belt?," Papers 2105.07824, arXiv.org.
    3. Eduarda Marques da Costa & Ideni Terezinha Antonello, 2021. "Urban Planning and Residential Segregation in Brazil—The Failure of the “Special Zone of Social Interest” Instrument in Londrina City (PR)," Sustainability, MDPI, vol. 13(23), pages 1-18, November.
    4. Scott William Hegerty, 2023. "Defining ‘metropolitan’ poverty: Isolation gradients in major US urban areas," Urban Studies, Urban Studies Journal Limited, vol. 60(10), pages 1796-1814, August.
    5. Tammaru, Tiit & Marci?czak, Szymon & Aunap, Raivo & van Ham, Maarten, 2017. "Inequalities and Segregation across the Long-Term Economic Cycle: An Analysis of South and North European Cities," IZA Discussion Papers 10980, Institute of Labor Economics (IZA).
    6. Allen, Jeff & Farber, Steven, 2020. "Suburbanization of transport poverty," SocArXiv hkpfj, Center for Open Science.
    7. Bailey, Nick & livingston, mark & Chi, Bin, 2023. "Housing and welfare reform, and the suburbanisation of poverty in UK cities, 2011-20," OSF Preprints 6gsjk, Center for Open Science.
    8. Joshua L. Warren & Thomas J. Luben & Howard H. Chang, 2020. "A spatially varying distributed lag model with application to an air pollution and term low birth weight study," Journal of the Royal Statistical Society Series C, Royal Statistical Society, vol. 69(3), pages 681-696, June.
    9. Webb, Calum & Bywaters, Paul & Scourfield, Jonathan & McCartan, Claire & Bunting, Lisa & Davidson, Gavin & Morris, Kate, 2020. "Untangling child welfare inequalities and the ‘Inverse Intervention Law’ in England," Children and Youth Services Review, Elsevier, vol. 111(C).

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