On the topology of the complements of reducible plane curves via Galois coversReportar como inadecuado



 On the topology of the complements of reducible plane curves via Galois covers


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Let ${\mathcal {B}}$ be a reducible reduced plane curve. We introduce a new point of view to study the topology of $\PP^2, {\mathcal {B}}$ via Galois covers and Alexander polynomials. We show its effectiveness through examples of Zariski $N$-plets for conic and conic-quartic configurations.



Autor: Shinzo Bannai; Masayuki Kawashimaand; Hiro-O Tokunaga

Fuente: https://archive.org/







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