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Rotational symmetry of self-expanders to the inverse mean curvature flow with cylindrical ends
Published 6 Aug 2016 in math.DG | (1608.02137v1)
Abstract: We show that any complete, immersed self-expander to the inverse mean curvature flow, which has one end asymptotic to a cylinder, or has two ends asymptotic to two coaxial cylinders, must be rotationally symmetric.
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