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What is Sasakian and K-Contact Manifolds about?

This document discusses various types of contact manifolds and contact structures in differential geometry, including: - Almost Sasakian manifolds, where the fundamental 2-form F satisfies 2F = du. - Quasi-Sasakian manifolds, where the fundamental form F is closed (dF = 0). - K-contact Riemannian manifolds, where the Reeb vector field U is a Killing vector field (LUg = 0). - Several theorems are proved, including that an almost Sasakian manifold is Quasi-Sasakian, and properties of the covariant derivat

Author

drdhananjaygupta9

Language

EN