Conic configurations via dual of quartic curves

2020/02/13 by Roulleau, Xavier
#14C20 #14N20 #Algebraic Geometry (math.AG) #FOS: Mathematics

paper · doi:10.48550/arxiv.2002.05681

Abstract

We construct special conics configurations from some points configurations which are the singularities of the dual of a quartic curve.

Related

• On quartics with the maximal number of the maximal tangency lines
• Conics Touching a Quartic Surface with 13 Nodes
• Singular points of real quartic curves via computer algebra
• Conics on smooth quartic surfaces
• Pedal curves of conics: an automated exploration of some cubics, sextics, octics and more