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原文連結
論文資訊
- 類型：已發表論文
- 日期：2020-07-17
摘要
Long-range synchrony from short-range interactions is a familiar pattern in 生物 and physical systems, many of which share a common set of “universal” properties at the point of 同步化. Common 生物 systems of coupled oscillators have been shown to be members of the Ising universality class, meaning that the very simple Ising模型 replicates certain spatial statistics of these systems at stationarity. This observation is useful because it reveals which aspects of spatial pattern arise independently of the details governing local dynamics, resulting in both deeper understanding of and a simpler baseline model for 生物 synchrony. However, in many situations a system’s dynamics are of greater interest than their static spatial properties. Here, we ask whether a dynamical Ising模型 can replicate universal an
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