Abstract
We prove that every symplectic filling of the link of a rational surface singularity with reduced fundamental cycle admits a rational compactification, possibly after a modification of the filling in a collar neighbourhood of the link.
Citation
Mohan Bhupal. "On symplectic fillings of links of rational surface singularities with reduced fundamental cycle." Nagoya Math. J. 175 51 - 57, 2004.
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