activity
20012021
most citedA Legendrian surgery presentation of contact 3-manifolds

112 citations · 301 across the 27 of their papers we have counts for

collaborators

28 papers

math.GT2021

Nonexistence and existence of fillable contact structures on 3-manifolds

Fan Ding, Youlin Li, Zhongtao Wu

In the first part of this paper, we construct infinitely many hyperbolic closed 3-manifolds which admit no symplectic fillable contact structure. All these 3-manifolds are obtained…

math.GT2020

Contact (+1)-surgeries on rational homology 3-spheres

Fan Ding, Youlin Li, Zhongtao Wu

In this paper, sufficient conditions for contact -surgeries along Legendrian knots in contact rational homology 3-spheres to have vanishing contact invariants or to be overtw…

math.GT2018★ 1 cited

Contact (+1)-surgeries along Legendrian Two-component Links

Fan Ding, Youlin Li, Zhongtao Wu

In this paper, we study contact surgeries along Legendrian links in the standard contact 3-sphere. On one hand, we use algebraic methods to prove the vanishing of the contact Ozsvá…

math.GT2016★ 4 cited

On subcritically Stein fillable 5-manifolds

Fan Ding, Hansjörg Geiges, Guangjian Zhang

We make some elementary observations concerning subcritically Stein fillable contact structures on 5-manifolds. Specifically, we determine the diffeomorphism type of such contact m…

math.GT2016

Strong symplectic fillability of contact torus bundles

Fan Ding, Youlin Li

In this paper, we study strong symplectic fillability and Stein fillability of some tight contact structures on negative parabolic and negative hyperbolic torus bundles over the ci…

math.SG2013★ 5 cited

Non-fillable invariant contact structures on principal circle bundles and left-handed twists

River Chiang, Fan Ding, Otto van Koert

We define symplectic fractional twists, which generalize Dehn twists, and use these in open books to investigate contact structures. The resulting contact structures are invariant…