Hypoellipticity of the di-bar-Neumann problem at a set of infinite type with positive CR dimension
arXiv:1307.2517
Abstract
This paper presents a class of domains on which the Kohn Laplacian and the dib-bar-Neumann problem are hypoelliptic but not superlogarithmic and which, moreover, have a set of points of Levi-degeneracy with positive CR dimension.
arXiv commentThe paper has been withdrawn because of numerous inaccuracies in the redaction. More important: a more advanced result is under preparation in a forthcoming paper