Universidad Complutense de Madrid
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Sextics With Singular Points In Special Position



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Carmona Ruber, Jorge y Artal, E. y Cogolludo, J.I. y Tokunaga, H.O. (2001) Sextics With Singular Points In Special Position. Journal Of Knot Theory And Its Ramifications, 10 (4). ISSN 0218-2165

URL Oficial: http://www.worldscinet.com/jktr/10/preserved-docs/1004/S0218216501001001.pdf


is the first example of this kind known. The two curves of the pair have a trivial Alexander polynomial. The difference in the topology of their complements can only be detected via finer invariants or techniques. In our case the generic braid monodromies, the fundamental groups, the characteristic varieties and the existence of dihedral coverings of P-2 ramified along them can be used to distinguish the two sextics. Our intention is not only to use different methods and give a general description of them but also to bring together different perspectives of the same problem.

Tipo de documento:Artículo
Palabras clave:Fundamental Group; Plane Curve; Alexander Polynomial; Plane Algebraic-Curves; Surfaces; Mathematics
Materias:Ciencias > Informática
Código ID:14869
Depositado:29 Aug 2012 09:21
Última Modificación:29 Aug 2012 09:21

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