Abstract
In Individual strategy and social structure (2001), Young demonstrated that the stochastically stable configurations of his segregation game are precisely those that are segregated. This paper extends the work of Young to configurations involving three types of individuals. We show that the stochastically stable configurations in this more general setting are again precisely those that are segregated.
Citation
Michael Borchert. Mark Burek. Rick Gillman. Spencer Roach. "An extension of Young's segregation game." Involve 8 (3) 421 - 432, 2015. https://doi.org/10.2140/involve.2015.8.421
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