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minimal surface
(redirected from Minimal surfaces)

   Also found in: Wikipedia 0.04 sec.
minimal surface [′min·ə·məl ′sər·fəs]
(mathematics)
A surface that has assumed a geometric configuration of least area among those into which it can readily deform.


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They can also imagine minimal surfaces that don't exist in nature.
Many of his sculptures display the characteristic curves of minimal surfaces, which fill in a boundary with the smallest possible area.
In three dimensions, minimal surfaces divide spaces efficiently without intersecting--a critical attribute for cells since they can't function without a clear separation between inside and outside.
 
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