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Radial Powered Mean Curvature Flow with Robin Boundary Conditions
We study a positive radial graph evolving by $V=H^α+b$, with $α>0$ and $b<0$, in the unit cylinder and with $u_r(1,t)=u(1,t)$. We separate finite-time continuation estimates from the time-uniform interior estimates needed for convergence of normalized translates. On existing classical intervals we p
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