Proves global existence of radially symmetric mean curvature flows in a cone with ε-periodic contact angle and characterizes the ε→0 homogenization limit via the slowest self-similar solution with O(ε^{1/6}) error.
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Propagation of a Mean Curvature Flow in a Cone
Proves global existence of radially symmetric mean curvature flows in a cone with ε-periodic contact angle and characterizes the ε→0 homogenization limit via the slowest self-similar solution with O(ε^{1/6}) error.