The Geometry of Flex Tangents to a Cubic Curve and its Parameterizations

Abstract

We show how the study of the geometry of the nine flex tangents to a cubic produces pseudo-parameterizations, including the ones given by Icart, Kammerer, Lercier, Renault and Farashahi, and infinitely many new ones.

References in corpus (3)

• Radical Parametrization of Algebraic Curves by Adjoint Curves
• Elliptic Surfaces
• Yau-Zaslow formula on K3 surfaces for non-primitive classes