Sur les points singuliers d'une courbe analytique. (On singular points of analytic curves) (Q580546)

The author studies analytic curves in domains \(D=\{(x,y)\in {\mathbb{C}}^ 2| 0<| x| <R\), \(0<| y| <\infty \}\), \(R>0\), and gives a necessary condition for the existence of an irreducible component of the curve that can be continued analytically to the origin.