Overdamped repulsive power-law particles spread self-similarly with radius growing as t^{1/(k+2)}, and for k<d-2 the system retains a long-lived memory of its initial pattern.
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Dynamical Spreading and Memory Retention Under Power Law Potential
Overdamped repulsive power-law particles spread self-similarly with radius growing as t^{1/(k+2)}, and for k<d-2 the system retains a long-lived memory of its initial pattern.