@ARTICLE{Olson2022-in,
  title     = "Community formation in wealth-mediated thermodynamic strategy
               evolution",
  author    = "Olson, Connor and Belmonte, Andrew and Griffin, Christopher",
  abstract  = "We study a dynamical system defined by a repeated game on a 1D
               lattice, in which the players keep track of their gross payoffs
               over time in a bank. Strategy updates are governed by a
               Boltzmann distribution, which depends on the neighborhood bank
               values associated with each strategy, relative to a temperature
               scale, which defines the random fluctuations. Players with
               higher bank values are, thus, less likely to change strategy
               than players with a lower bank value. For a parameterized
               rock-paper-scissors game, we derive a condition under which
               communities of a given strategy form with either fixed or
               drifting boundaries. We show the effect of a temperature
               increase on the underlying system and identify surprising
               properties of this model through numerical simulations.",
  journal   = "Chaos",
  publisher = "AIP Publishing",
  volume    =  32,
  number    =  10,
  pages     = "103103",
  month     =  oct,
  year      =  2022,
  language  = "en"
}