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abstract: We prove a priori interior curvature estimates for hypersurfaces of prescribing scalar curvature equations in R^3. The method is motivated by the integral method of Warren and Yuan. The new observation here is that we construct a ``Lagrangian'' graph which is a submanifold of bounded mean curvature if the graph function of a hypersurface satisfies a scalar curvature equation.
Guohuan Qiu (Fri,) studied this question.
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