Abstract
We study compatible contact structures of fibered Seifert multilinks in homology 3-spheres and especially give a necessary and sufficient condition for the contact structure to be tight in the case where the Seifert fibration is positively twisted. As a corollary we determine the strongly quasipositivity of fibered Seifert links in $S^3$. We also study the compatible contact structures of cablings along links in any 3-manifolds.
Citation
Masaharu Ishikawa. "Compatible contact structures of fibered Seifert links in homology 3-spheres." Tohoku Math. J. (2) 64 (1) 25 - 59, 2012. https://doi.org/10.2748/tmj/1332767339
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