A spatial theory of urban segregation

Gian Luca Carniglia; Juan F. Escobar

doi:10.1111/jpet.12641

A spatial theory of urban segregation

Gian Luca Carniglia, Juan F. Escobar

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Resumen

We provide a competitive equilibrium theory of urban segregation in a linear city. Households demand consumption and housing along the city and are exposed to neighborhood externalities. We show that equilibria that are robust to small coalitional deviations are segregated. Our results explain urban segregation in a standard neoclassical framework and shed new light on the difficulties faced by authorities to integrate cities.

Idioma original	Inglés
Páginas (desde-hasta)	653-678
Número de páginas	26
Publicación	Journal of Public Economic Theory
Volumen	25
N.º	4
DOI	https://doi.org/10.1111/jpet.12641
Estado	Publicada - ago. 2023
Publicado de forma externa	Sí

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title = "A spatial theory of urban segregation",

abstract = "We provide a competitive equilibrium theory of urban segregation in a linear city. Households demand consumption and housing along the city and are exposed to neighborhood externalities. We show that equilibria that are robust to small coalitional deviations are segregated. Our results explain urban segregation in a standard neoclassical framework and shed new light on the difficulties faced by authorities to integrate cities.",

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AB - We provide a competitive equilibrium theory of urban segregation in a linear city. Households demand consumption and housing along the city and are exposed to neighborhood externalities. We show that equilibria that are robust to small coalitional deviations are segregated. Our results explain urban segregation in a standard neoclassical framework and shed new light on the difficulties faced by authorities to integrate cities.

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KW - residential segregation

KW - spatial externalities

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A spatial theory of urban segregation

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