Uniqueness of tangent flows

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A mean curvature flow develops tangent flows by rescaling near a singularity. A sequence of rescaling factors is a sequence λi→∞\lambda_i\to\infty used to obtain a blowup limit. Uniqueness of tangent flows. Tangent flows are independent of the choice of sequence of rescaling factors λi→∞\lambda_i\to\infty. This is a fundamental open problem; in the setting discussed, it would follow from the rigidity of the round cylinder, and direct approaches are also possible.

References

Primary source

Robert Haslhofer, “Mean curvature flow through singularities”, arXiv:2510.01355 (2025).

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