The Enneper surface is a minimal surface in mathematics, discovered by Alfred Enneper in 1863. It is characterized by having constant mean curvature zero, which means at every point, the sum of the principal curvatures equals zero. Geometrically, the Enneper surface can be visualized as having a self-intersecting, saddle-like shape with several key properties: > Symmetry : The Enneper surface exhibits translational and rotational symmetries, making it an interesting object of study in symmetry g
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