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Preprint Sep 2026

Interior curvature estimates for graphical curvature quotient equations

We prove interior curvature estimates for admissible graphical solutions of curvature quotient equations in the range $3\leq k<n$ on the full G{\aa}rding cone $\Gamma_k$. No convexity, semiconvexity, or $\Gamma_{k+1}$-admissibility assumption is required. The proof combines a new quantitative compression inequality, a...

Fei-Teng Han, Yan Ma · 0 citations

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