Poincaré lemma and global homotopy formulas with sharp anisotropic Hölder estimates in q-concave CR manifolds

Details Poincaré lemma and global homotopy formulas with sharp anisotropic Hölder estimates in q-concave CR manifolds Poincaré lemma and global homotopy formulas with sharp anisotropic Hölder estimates in q-concave CR manifolds

2008-10-29

arxiv.org/abs/0810.5295v1

Mathematics

Complex Variables

Scientific paper

We prove sharp anisotropic H\"older estimates for the local solutions of the
tangential Cauchy-Riemann equation in q-concave CR manifolds and we derive the
same kind of estimates for global solutions when the manifold is compact.

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