Abstract
In this paper we derive maximal pointwise Holder estimates for the Kohn's Laplacian on strongly pseudoconvex CR manifolds of class C3 using the Tanaka-Webster Pseudohermitian metric. The es- timates can be used to improve the Boutet De Monvel's embedding theorem for strongly pseudoconvex compact CR manifolds of real di- mension greater or equal to ve with less smoothness assumption.
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