14 citations · 16 across the 8 of their papers we have counts for
9 papers
The Gompf -Invariant of Canonical Contact Structures via Legendrian Surgery
Mohan Bhupal, Burak Ozbagci
Let be a minimal connected negative-definite plumbing tree with all vertices of genus zero, and let be the oriented link of the corresponding normal complex surface singu…
Monodromy factorizations of lines on del Pezzo surfaces
Mohan Bhupal, Sergey Finashin
We give a list of monodromy factorizations in the pure mapping class group of a torus with d+1 marked points that represent lines on a del Pezzo surface Y of degree…
Rational blowdown graphs for symplectic fillings of lens spaces
Mohan Bhupal, Burak Ozbagci
In a previous work, we proved that each minimal symplectic filling of any oriented lens space, viewed as the singularity link of some cyclic quotient singularity and equipped with…
Unbraided wiring diagrams for Stein fillings of lens spaces
Mohan Bhupal, Burak Ozbagci
In a previous work, we constructed a planar Lefschetz fibration on each Stein filling of any lens space equipped with its canonical contact structure. Here we describe an algorithm…
Symplectic fillings of lens spaces as Lefschetz fibrations
Mohan Bhupal, Burak Ozbagci
We construct a positive allowable Lefschetz fibration over the disk on any minimal weak symplectic filling of the canonical contact structure on a lens space. Using this constructi…
Canonical contact structures on some singularity links
Mohan Bhupal, Burak Ozbagci
We identify the canonical contact structure on the link of a simple elliptic or cusp singularity by drawing a Legendrian handlebody diagram of one of its Stein fillings. We also sh…
Milnor open books of links of some rational surface singularities
Mohan Bhupal, Burak Ozbagci
We describe Milnor open books and Legendrian surgery diagrams for canonical contact structures of links of some rational surface singularities. We also describe an infinite family…
Weighted homogeneous singularities and rational homology disk smoothings
Mohan Bhupal, Andras I. Stipsicz
We classify the resolution graphs of weighted homogeneous surface singularities which admit rational homology disk smoothings. The nonexistence of rational homology disk smoothings…
Symplectic fillings of links of quotient surface singularities
Mohan Bhupal, Kaoru Ono
We study symplectic deformation types of minimal symplectic fillings of links of quotient surface singularities. In particular, there are only finitely many symplectic deformation…