A linking invariant for algebraic curves

So far we have proved (Zariski–van Kampen Theorem 2.6) that the braid monodromy representation of a curve determines the fundamental group of its complement.. In fact it is

We illustrate the general theory with a discussion of real hyper-elliptic curves in paragraph 6, real plane curves in paragraph 7, and real trigonal curves in paragraph 8, and end

Toute utilisa- tion commerciale ou impression systématique est constitutive d’une in- fraction pénale.. Toute copie ou impression de ce fichier doit conte- nir la présente mention

First, we define a Riemannian metric (i.e., an inner product measuring the length of infin- itesimal deformations of a curve) on the space of immersed curves and compute geodesics

point P is a non-singular point on both curves and that the tangent lines of both curves at this point P are distinct the multiplicity will be one (in complete accor- dance with

DCC : Demander séjour Client «dialogue» DCC Demander séjour «entité» Hotel id_hot:int adr_ hot:String nom_hot:String catg_hot:String date_hot:Date nbr_per_hot:int

Cette stabilité est essentielle dans le cadre du commerce international car elle permet d’éliminer toutes les manipulations de monnaies qui empêchent une vraie concurrence loyale

Finally Christian Duhamel sent me a correspondence he had with the Scientific Attaché at the French Embassy in Tehran, Bernard Paqueteau, who was looking for a scientific advice for