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Minimal surfaces
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Wikimedia Commons has media related to
Minimal surfaces
.
Minimal surfaces
— a
surface (mathematics)
that is unique among all surfaces with a given property in minimizing area, in
calculus
−
mathematics
terminology.
v
t
e
Minimal surfaces
Associate family
Bour's
Catalan's
Catenoid
Chen–Gackstatter
Costa's
Enneper
Gyroid
Helicoid
Henneberg
k
-noid
Lidinoid
Neovius
Richmond
Riemann's
Saddle tower
Scherk
Schwarz
Triply periodic
Licensed under CC BY-SA 3.0 | Source:
https://en.wikipedia.org/wiki/Category:Minimal_surfaces
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