Abstract
Abstract We extend to the CR framework an equivalent problem to the well known Kazdan- Warner problem on Riemannian manifolds. Let (M, θ) be a three-dimensional pseudo Hermitian CR compact manifold, locally conformally CR equivalent to the sphere S3 of C4. We give suitable conditions on a C3 positive function K, defined on M, to be the Webster scalar curvature for a contact form on M conformal to θ.
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