Finite perimeter sets with reduced boundary almost equal to their closure that are volume-constrained critical points of a C^3 elliptic anisotropic perimeter must be finite unions of disjoint equal-radius Wulff shapes.
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Uniqueness of critical points of the anisotropic isoperimetric problem for finite perimeter sets
Finite perimeter sets with reduced boundary almost equal to their closure that are volume-constrained critical points of a C^3 elliptic anisotropic perimeter must be finite unions of disjoint equal-radius Wulff shapes.