1 citations · 2 across the 5 of their papers we have counts for
5 papers
Branched covers and pencils on hyperelliptic Lefschetz fibrations
Terry Fuller
Generalizing work of I. Baykur, K. Hayano, and N. Monden (arXiv:1903.02906), we construct infinite families of symplectic 4-dimensional manifolds, obtained as total spaces of Lefsc…
Unchaining surgery, branched covers, and pencils on elliptic surfaces
Terry Fuller
We show that every member of an infinite family of symplectic manifolds constructed by R. Inanc Baykur, Kenta Hayano, and Naoyuki Monden (arXiv:1903:02906) is diffeomorphic to an e…
Realizing 4-manifolds as achiral Lefschetz fibrations
John B. Etnyre, Terry Fuller
We show that any 4-manifold, after surgery on a curve, admits an achiral Lefschetz fibration. In particular, we show that the connected sum of any simply connected 4-manifold with…
Hyperelliptic Lefschetz fibrations and branched covering spaces
Terry Fuller
Let M be a smooth 4-manifold which admits a relatively minimal hyperelliptic genus h Lefschetz fibration over the 2-sphere. If all of the vanishing cycles for this fibration are no…
Lefschetz Fibrations and 3-Fold Branched Covering Spaces
Terry Fuller
This paper is withdrawn by the author. See math.GT/9811093 for replacement.