Nonexistence of rational homology disk weak fillings of certain singularity links

2018-01-01
Bhupal, Mohan Lal
Stıpsıcz, Andras
We show that the Milnor fillable contact structures on the links of singularities having resolution graphs from some specific families that have members with arbitrarily large numbers of nodes do not admit weak symplectic fillings having the rational homology of the 4-disk. This result provides further evidence toward the conjecture that no such weak symplectic filling exists once the mininal resolution tree has at least two nodes.
Citation Formats
M. L. Bhupal and A. Stıpsıcz, “Nonexistence of rational homology disk weak fillings of certain singularity links,” pp. 202–217, 2018, Accessed: 00, 2021. [Online]. Available: https://hdl.handle.net/11511/84441.