About Abhyankar's conjectures on space lines
In this note it is shown that there exists an automorphism of the affine space \({\mathbb{A}}^ 3\), sending the quintic curve \((t+t^ 5\), \(t^ 4\), \(t^ 3)\) into a straight line. - This partially answers a question raised by \textit{S. S. Abhyankar} [in Proc. int. Symp. algebraic Geometry, Kyoto 1977, 249-414 (1977; Zbl 0408.14010)].
scientific article; zbMATH DE number 3955106