Abstract
For a reduced plane curve and a line in , we put , and . If and intersect transversaly and is abelian, it is known that is also abelian. In this article, we study and the Alexander polynomial for the case when a quartic curve and a line do not intersect transversaly.
Citation
Kenta Yoshizaki. "On the topology of the complements of quartic and line configurations." SUT J. Math. 44 (1) 125 - 152, January 2008. https://doi.org/10.55937/sut/1217621852
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