In affine differential geometry, an affine maximal surface is a locally strongly convex hypersurface in an equiaffine manifold whose affine mean curvature vanishes identically. Equivalently, they are critical points of an affine area functional.
In affine differential geometry, an affine maximal surface is a locally strongly convex hypersurface in an equiaffine manifold whose affine mean curvature vanishes identically. Equivalently, they are critical points of an affine area functional.
Source: Wikipedia "Affine maximal surface" · CC BY-SA 4.0
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