2 Excerpts

- Published 2009

We introduce a new technique for constructing contact structures compatible with fibered Seifert multilinks in homology 3-spheres and fibered multilinks with cabling structures in any 3-manifolds. The contact structure constructed in this paper is so well-organized that we can easily see if it is tight or overtwisted in most cases. As an application, we classify the tightness of contact structures compatible with fibered Seifert links in S. We also give an application to the fibrations of real analytic germs of the form f ḡ.

@inproceedings{Ishikawa2009CompatibleCS,
title={Compatible Contact Structures of Fibered Seifert Links in Homology 3-spheres},
author={Masaharu Ishikawa},
year={2009}
}