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RICHMOND SURFACE

| Herbert William Richmond (1863-1948): British mathematician. |
| Cartesian parametrization:
Rational algebraic surface. |
The Richmond surface of order n is the minimal
surface obtained by taking
in the Weierstrass parametrization of a minimal
surface:
.

Richmond surface of order 4
The Richmond surface of order 0 (that corresponds to )
is none other than the catenoid.
Compare to the Enneper
surface, another minimal surface.
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© Robert FERRÉOL
2017