On the local Nirenberg problem for the Q-curvatures
classification
🧮 math.DG
math.AP
keywords
localproveadmitsarbitraryarticleconformalconstraintcurvature
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We prove in this article that the local image of each conformal $Q$-curvature operator of arbitrary order on the sphere admits no scalar constraint. However, we prove that identities of Kazdan--Warner type hold for its graph.
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