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• W2263129456 abstract "If a real harmonic function inside the open unit disk $B(0,1) subset mathbb{R}^2$ has its level set $left{x: u(x) = u(0)right}$ diffeomorphic to an interval, then we prove the sharp bound $kappa leq 8$ on the curvature of the level set $left{x: u(x) = u(0)right}$ in the origin. The bound is sharp and we give the unique (up to symmetries) extremizer." @default.
• W2263129456 created "2016-06-24" @default.
• W2263129456 creator A5054778975 @default.
• W2263129456 date "2013-07-08" @default.
• W2263129456 modified "2023-09-27" @default.
• W2263129456 title "On the curvature of level sets of harmonic functions" @default.
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