Orbits of real forms, Matsuki duality and CR-cohomology

2016/12/02 by Marini, Stefano, Nacinovich, Mauro · 1 citation
#32V35 #53C30 #Complex Variables (math.CV) #FOS: Mathematics #Primary: 32V30 #Secondary: 32V25

paper · doi:10.48550/arxiv.1612.00698

Abstract

We discuss the relationship between some groups of tangential CR cohomology of some compact homogeneous CR manifolds and the corresponding Dolbeault cohomology groups of their canonical complex embeddings.

Cited by

• On Homogeneous CR Manifolds of Arbitrary Order of Levi Nondegeneracy

Related

• Mostow's Fibration for canonical embeddings of compact homogeneous CR manifolds
• Levi-flat CR structures on compact Lie groups
• Reductive compact homogeneous CR manifolds
• Envelope of Holomorphy of Matsuki Orbits in Complex Grassmannians
• A mixed Hodge structure on a CR manifold