Variations on Van Kampen’s Method

Author:

Bessis David

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,General Mathematics,Statistics and Probability

Reference4 articles.

1. E. Artal Bartolo, J. Carmona Ruber, J. I. Cogolludo Agustin, I. Luengo Velasco, and A. Melle Hernandez, “ Fundamental groups of plane curves and related invariants,” In: Mathematical Contributions: Volume in Honor of Professor Joaquin Arregui Fernandez, Homen. Univ. Complut., Madrid (2000), pp. 77–104.

2. D. Bessis, “Zariski theorems and diagrams for braid groups,” Invent. Math., 145 487–507 (2001).

3. D. Cheniot, “Une demonstration du theoreme de Zariski sur les sections hyperplanes d’une hypersurface projective et du theoreme de Van Kampen sur le groupe fondamental du complementaire d’une courbe projective plane, ” Compos. Math., 27, 141–158 (1973).

4. D. Bessis and J. Michel, VKCURVE, software package for GAP3, source and documentation available at: http://www.math.jussieu.fr/ jmichel/vkcurve.html

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2. Explicit Presentations for Exceptional Braid Groups;Experimental Mathematics;2004-01

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