Dynamics of Transformation from Segregation to Mixed Wealth Cities
Anand Sahasranaman, Henrik Jeldtoft Jensen

TL;DR
This paper models wealth-based segregation dynamics and shows that introducing even small probabilities of disallowed moves can rapidly transform a segregated city into a mixed wealth city, highlighting policy implications.
Contribution
It demonstrates how minimal public policy interventions enabling disallowed moves can induce a sharp transition from segregation to integration in wealth distribution models.
Findings
Small disallowed move probabilities cause rapid segregation breakdown.
The transition from segregation to mixing is non-linear and saturates.
Limited interventions can effectively promote wealth integration.
Abstract
We model the dynamics of the Schelling model for agents described simply by a continuously distributed variable - wealth. Agents move to neighborhoods where their wealth is not lesser than that of some proportion of their neighbors, the threshold level. As in the case of the classic Schelling model where segregation obtains between two races, we find here that wealth-based segregation occurs and persists. However, introducing uncertainty into the decision to move - that is, with some probability, if agents are allowed to move even though the threshold level condition is contravened - we find that even for small proportions of such disallowed moves, the dynamics no longer yield segregation but instead sharply transition into a persistent mixed wealth distribution. We investigate the nature of this sharp transformation between segregated and mixed states, and find that it is because of a…
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