Olivier Druet
Abstract
The paper is concerned with nonlinear equations of critical Sobolev growth involving the p-Laplace operator. These equations generalize the more classical scalar curvature equation.
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The paper is concerned with nonlinear equations of critical Sobolev growth involving the p-Laplace operator. These equations generalize the more classical scalar curvature equation.
Key concepts: Scalar curvature, Prescribed scalar curvature problem, Ricci-flat manifold, Curvature of Riemannian manifolds, Sectional curvature, Curvature, Mathematics, Mathematical analysis