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This paper is concerned with (weakly) pseudoconvex real analytic hypersurfaces in . We are motivated by the study of local boundary regularity of the -Neumann problem. Subelliptic estimates in a neighborhood of a point in the boundary (which imply regularity) are controlled by ideals of germs of real analytic functions . These ideals have the property that a subelliptic estimate holds for -forms in a neighborhood of if and only if . The geometrical meaning of this is that if and only...
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