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JiHyeog Lee

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Preprint Sep 2026

Jacobian estimates and geometric inequalities under intermediate Ricci curvature

We prove a Jacobian estimate underlying both the Heintze--Karcher comparison and the Alexandrov--Bakelman--Pucci method for submanifolds of arbitrary codimension. The estimate retains the contributions of ambient curvature along geodesics emanating from the submanifold and requires no curvature sign assumption. As appl...

Kwok-Kun Kwong, JiHyeog Lee, Fabio Ricci · 0 citations

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