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Browsing by Subject "Plane Sextic"

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    On plane sextics with double singular points
    (2013) Degtyarev, A.
    We compute the fundamental groups of five maximizing sextics with double singular points only; in four cases, the groups are as expected. The approach used would apply to other sextics as well, given their equations.
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    On the Artal-Carmona-Cogolludo construction
    (World Scientific Publishing, 2014) Degtyarev, A.
    We derive explicit defining equations for a number of irreducible maximizing plane sextics with double singular points only. For most real curves, we also compute the fundamental group of the complement; all groups found are abelian, which suffices to complete the computation of the groups of all non-maximizing irreducible sextics. As a by-product, examples of Zariski pairs in the strongest possible sense are constructed. © 2014 World Scientific Publishing Company.

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