Pages that link to "Item:Q321669"
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The following pages link to On the uniqueness of the contact structure approximating a foliation (Q321669):
Displaying 15 items.
- On the connectedness of the space of codimension one foliations on a closed 3-manifold (Q295726) (← links)
- Contact perturbations of Reebless foliations are universally tight (Q342692) (← links)
- Approximating \(C^{0}\)-foliations by contact structures (Q730359) (← links)
- Local topology of foliation spaces on surfaces of closed varieties of dimension 3 (Q878324) (← links)
- Approximating \(C^{1,0}\)-foliations (Q906841) (← links)
- Non-loose unknots, overtwisted discs, and the contact mapping class group of \(S^3\) (Q1746613) (← links)
- On some examples and constructions of contact manifolds (Q2308322) (← links)
- Taut foliations (Q2321851) (← links)
- \(C^0\) approximations of foliations (Q2405507) (← links)
- (Q3147740) (← links)
- Contact Structures, Foliations, and the Fundamental Group (Q4289479) (← links)
- The Foliated Weinstein Conjecture (Q4619430) (← links)
- On Bott-Morse Foliations and their Poisson structures in dimension three (Q4626528) (← links)
- Thurston’s fragmentation and c-principles (Q6043388) (← links)
- Reeb flows transverse to foliations (Q6655616) (← links)
