(graphics) | Bezier surface - A surface defined by mathematical formulae, used in
computer graphics. A surface P(u, v), where u and v vary
orthogonally from 0 to 1 from one edge of the surface to the
other, is defined by a set of (n+1)*(m+1) "control points"
(X(i, j), Y(i, j), Z(i, j)) for i = 0 to n, j = 0 to m.P(u, v) = Sum i=0..n Sum j=0..m [ B(i, n, u) = C(n, i) * u^i * (1-u)^(n-i) C(n, i) = n!/i!/(n-i)! Bezier surfaces are an extension of the idea of Bezier curves, and share many of their properties. |

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Beyond compare

Beyond comparison

beyond control

Beyond dispute

beyond doubt

beyond measure

beyond question

Beyond sea

Beyond seas

beyond the pale

beyond the sea

Bez-antler

Bezant

Bezel

Bezier

Bezier curve

**-- Bezier surface --**

Bezique

Bezoar

Bezoar antelope

bezoar goat

Bezoar mineral

Bezoardic

Bezoartic

Bezonian

Bezpopovtsy

bezzant

Bezzle

bf

BFD

BFI

BFN

BFOC

Beyond comparison

beyond control

Beyond dispute

beyond doubt

beyond measure

beyond question

Beyond sea

Beyond seas

beyond the pale

beyond the sea

Bez-antler

Bezant

Bezel

Bezier

Bezier curve

Bezique

Bezoar

Bezoar antelope

bezoar goat

Bezoar mineral

Bezoardic

Bezoartic

Bezonian

Bezpopovtsy

bezzant

Bezzle

bf

BFD

BFI

BFN

BFOC