Pages that link to "Item:Q5439948"
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The following pages link to Every Contact Manifolds can be given a Nonfillable Contact Structure (Q5439948):
Displaying 17 items.
- Existence and classification of overtwisted contact structures in all dimensions (Q265877) (← links)
- Loose Legendrians and the plastikstufe (Q351719) (← links)
- A hierarchy of local symplectic filling obstructions for contact 3-manifolds (Q374593) (← links)
- Some remarks on the size of tubular neighborhoods in contact topology and fillability (Q848145) (← links)
- The plastikstufe -- a generalization of the overtwisted disk to higher dimensions (Q863107) (← links)
- Milnor fillable contact structures are universally tight (Q2275755) (← links)
- On some examples and constructions of contact manifolds (Q2308322) (← links)
- Non-simplicity of isocontact embeddings in all higher dimensions (Q2309483) (← links)
- Orderable contact structures on Liouville-fillable contact manifolds (Q2347748) (← links)
- Weak and strong fillability of higher dimensional contact manifolds (Q2377347) (← links)
- A class of non-fillable contact structures (Q2464842) (← links)
- Non-fillable invariant contact structures on principal circle bundles and left-handed twists (Q2797908) (← links)
- Higher Dimensional Contact Topology via Holomorphic Disks (Q2949887) (← links)
- On generalizing Lutz twists (Q3103789) (← links)
- Geometric criteria for overtwistedness (Q4613498) (← links)
- Planarity in Higher-Dimensional Contact Manifolds (Q5068510) (← links)
- Recent advances in symplectic flexibility (Q5175012) (← links)
