Pages that link to "Item:Q2902452"

The following pages link to Contact embeddings in standard contact spheres via approximately holomorphic geometry (Q2902452):

Displaying 8 items.

• An obstruction for codimension two contact embeddings in the odd dimensional Euclidean spaces (Q296550) (← links)
• The Reeb foliation arises as a family of Legendrian submanifolds at the end of a deformation of the standard \(S^{3}\) in \(S^{5}\) (Q664929) (← links)
• Nested open books and the binding sum (Q2046762) (← links)
• Contact and isocontact embedding of \(\pi\)-manifolds (Q2197119) (← links)
• Embedding all contact 3‐manifolds in a fixed contact 5‐manifold (Q3121003) (← links)
• On Open Book Embedding of Contact Manifolds in the Standard Contact Sphere (Q5148074) (← links)
• Universality of Euler flows and flexibility of Reeb embeddings (Q6110339) (← links)
• Open books and embeddings of smooth and contact manifolds (Q6168282) (← links)