The Singular CR Yamabe Problem and Hausdorff Dimension
Copyright policy ) Chanillo, Sagun; Yang, Paul C.;
The Singular CR Yamabe Problem and Hausdorff Dimension
In this paper we consider CR analogs of Huber’s theorem for Riemann surfaces. We also investigate the developing map for CR structures that are spherical in the case of three dimensional CR manifolds and give conditions when this developing map is injective.
- Rutgers, The State University of New Jersey United States
- College of New Jersey United States
Mathematics - Differential Geometry, Differential Geometry (math.DG), CR positive mass theorem, FOS: Mathematics, 32V20, 53C17, 35J75, 35J20, 32V30, Hausdorff dimension, Singular sets, Huber's theorem, CR manifolds, Mathematics, Developing map
Mathematics - Differential Geometry, Differential Geometry (math.DG), CR positive mass theorem, FOS: Mathematics, 32V20, 53C17, 35J75, 35J20, 32V30, Hausdorff dimension, Singular sets, Huber's theorem, CR manifolds, Mathematics, Developing map
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