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arxiv: 1806.02982 · v1 · pith:W6ESLLF7new · submitted 2018-06-08 · 🧮 math.AG

A note on the topology of arrangements for a smooth plane quartic and its bitangent lines

classification 🧮 math.AG
keywords arrangementsbitangentlinesquarticsmoothtopologyarisingbitangents
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In this paper, we give a Zariski triple of the arrangements for a smooth quartic and its four bitangents. A key criterion to distinguish the topology of such curves is given by a matrix related to the height pairing of rational points arising from three bitangent lines.

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