Jeener's flower

JEENER'S FLOWER

Surface explored by Patrice Jeener.
Patrice Jeener: French engraver, artist.
Homemade name.

Parametrization:

where

.
Algebraic surface of degree 5.

Jeener's flower is the minimal surface obtained by taking in the Weierstrass parametrization of a minimal surface: .

View obtained for -1<=u,v<=1
View obtained for -2<=u,v<=2 (cf. the view above in the header)

Engraving representing this surface, entitled "petal" by Patrice Jeener, with his kind authorization.

next surface previous surface 2D curves 3D curves surfaces fractals polyhedra