14 citations · 17 across the 2 of their papers we have counts for
2 papers
math.SG2026★ 3 cited
On symplectic fillings of spinal open book decompositions II: Holomorphic curves and classification
Samuel Lisi, Jeremy Van Horn-Morris, Chris Wendl
In this second paper of a two-part series, we prove that whenever a contact 3-manifold admits a uniform spinal open book decomposition with planar pages, its (weak, strong and/or e…
math.SG2026★ 14 cited
On symplectic fillings of spinal open book decompositions I: Geometric constructions
Samuel Lisi, Jeremy Van Horn-Morris, Chris Wendl
A spinal open book decomposition on a contact manifold is a generalization of a supporting open book which exists naturally e.g. on the boundary of a symplectic filling with a Lefs…