Neumann boundary value problem for gernera curvature flow with forcing term
classification
🧮 math.DG
math.AP
keywords
boundarycurvatureneumannproblemclassconditionconvergencecorresponding
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In this paper, we prove long time existence and convergence results for a class of general curvature flows with Neumann boundary condition. This is the first result for the Neumann boundary problem of non Monge-Ampere type curvature equations. Our method also works for the corresponding elliptic setting.
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