Isometric deformations of the K^(1/4)-flow translators in R^3 with helicoidal symmetry
arXiv:1205.3306
Abstract
The height functions of K^(1/4)-flow translators in Euclidean space R^3 solve the unimodular Hessian equation. We explicitly and geometrically determine the moduli space of all helicoidal K^(1/4)-flow translators, which are generated from planar curves by the action of helicoidal groups.
arXiv comment8 pages. Comments welcome