Time integration of stochastic Turing patterns in the Levin-Segel model yields effective hyperuniformity with intensive number variance approaching a reaction-kinetic floor as 1/R near the Turing instability.
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Effective hyperuniformity in time-integrated stochastic Turing patterns
Time integration of stochastic Turing patterns in the Levin-Segel model yields effective hyperuniformity with intensive number variance approaching a reaction-kinetic floor as 1/R near the Turing instability.