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A Structure-Preserving Method of Fundamental Solutions for the Multi-Phase Mullins-Sekerka Flow
A charge simulation method, a variant of the method of fundamental solutions, is applied to approximate the multi-phase Mullins--Sekerka flow in $\mathbb R^{2}$ and in a half-plane bounded by a Neumann wall. In the underlying mathematical model, interfaces driven by their curvature are coupled throu
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