Geometry of embedded CR manifolds
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The reader is introduced to the geometry of CR manifolds, which are real submanifolds of complex space with a complex structure on a subbundle of its tangent bundle. Explicit formulas for the geometrical aspects of CR(1,1) manifolds are given, including formulas for the Reeb vector field, the Tanaka-Webster connection and the pseudo-holomorphic sectional curvature.
PublisherThe University of Bergen
SubjectCR geometrypseudo-Hermitian manifoldsdifferential geometryTanaka-Webster connectionRiemannian manifoldscomplex geometryseveral complex variables
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