We rigorously show the existence of a rotationally and centrally symmetric “lens-shaped” cluster of three surfaces, meeting at a smooth common circle, forming equal angles of 120 ∘, self-shrinking under the motion by mean curvature.
Baldi, P., Haus, E., Mantegazza, C. (2019). Existence of a lens-shaped cluster of surfaces self-shrinking by mean curvature. MATHEMATISCHE ANNALEN, 375(3-4), 1857-1881 [10.1007/s00208-019-01890-9].
Existence of a lens-shaped cluster of surfaces self-shrinking by mean curvature
Baldi P.;Haus E.;Mantegazza C.
2019-01-01
Abstract
We rigorously show the existence of a rotationally and centrally symmetric “lens-shaped” cluster of three surfaces, meeting at a smooth common circle, forming equal angles of 120 ∘, self-shrinking under the motion by mean curvature.File in questo prodotto:
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