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I am unclear how the inverse mean curvature flow startstarts with a minimal surface. If there is some point p$p$ with the mean curvature H(P)=0$H(P)=0$, how should we treat this problem and let the flow start?
I am unclear how the inverse mean curvature flow start with minimal surface. If there is some point p with the mean curvature H(P)=0, how should we treat this problem and let the flow start?
I am unclear how the inverse mean curvature flow starts with a minimal surface. If there is some point $p$ with mean curvature $H(P)=0$, how should we treat this problem and let the flow start?
How does the inverse mean curvature flow start with minimal surface?
I am unclear how the inverse mean curvature flow start with minimal surface. If there is some point p with the mean curvature H(P)=0, how should we treat this problem and let the flow start?
