Convexity estimates for hypersurfaces moving by convex curvature functions
We consider the evolution of compact hypersurfaces by fully nonlinear, parabolic curvature flows for which the normal speed is given by a smooth, convex, degree-one homogeneous function of the principal curvatures. We prove that solution hypersurfaces on
|Collections||ANU Research Publications|
|Source:||Analysis & PDE (Analysis & partial differential equations)|
|01_Andrews_Convexity_estimates_for_2014.pdf||691.92 kB||Adobe PDF|
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