4 citations · 6 across the 12 of their papers we have counts for
3 papers · 1 filter
The topology of the generic polar curve and the Zariski invariant for branches of genus one
Evelia R. García Barroso, Marcelo E. Hernandes, M. Fernando Hernández Iglesias
We study, for plane complex branches of genus one, the topological type of its generic polar curve, as a function of the semigroup of values and the Zariski invariant of the branch…
On the Zariski invariant of plane branches
Marcelo Escudeiro Hernandes, Mauro Fernando Hernández Iglesias
We show how to obtain the Zariski invariant of a plane branch employing the contact order or the intersection multiplicity with elements in a particular family of curves and we pre…
On the Saito number of plane curves
Yohann Genzmer, Marcelo E. Hernandes
In this work we study the \emph{Saito number} of a plane curve and we present a method to determine the minimal Saito number for plane curves in a given equisingularity class, that…