Locally CR Spherical Three Manifolds

2013/03/21 by Jacobowitz, Howard
#Complex Variables #Complex Variables (math.CV) #FOS: Mathematics

paper · doi:10.48550/arxiv.1303.5286

Abstract

Every open and orientable three manifold has a CR structure which is locally equivalent to the standard CR structure on S³.

Related

• A CR invariant sphere theorem
• Normal CR structures on compact 3-manifolds
• Automorphism groups of normal CR 3-manifolds
• An invariant of Cauchy-Riemann Seifert 3-manifolds and applications
• A characterization of homogeneous three-dimensional CR manifolds