Clebsch diagonal cubic surface
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Alfred Clebsch made significant contributions to mathematics as a German mathematician. He was heavily involved in algebraic geometry and invariant theory during his career. Collaborating with Paul Gordan, Clebsch developed Clebsch-Gordan coefficients for spherical harmonics, which are extensively used today in quantum mechanics. A notable example of Clebsch's work is the Clebsch diagonal cubic surface, also known as Klein's icosahedral cubic surface. This well-known form has a unique characteristic: all its exceptional lines can be defined using real numbers.
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