# Blooms from the Campanus Sphere

Blooms from the Campanus Sphere

This Demonstration shows flower-like plots (in a flowerpot) produced from the Campanus sphere with parallels and meridians. The color function for the pot with spherical angle is the absolute value of exp2πi·(x,y,z), where is the number of vertices of the chosen polyhedron and are the coordinates of vertex .

n-1

m-1

θ<π/2

n

3

2n

j=1

v

j

n

v

j

j