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Bezier Curve / Pierre Bézier
Definition: A Bézier curve is a curved line or path defined by mathematical equations. It was named after Pierre Bézier, a French mathematician and engineer who developed this method of computer drawing in the late 1960s while working for the car manufacturer Renault. Most graphics software includes a pen tool for drawing paths with Bézier curves. (Continued below...) The most basic Bézier curve is made up of two end points and control handles attached to each node. The control handles define the shape of the curve on either side of the common node. Drawing Bézier curves may seem baffling at first; it's something that requires some study and practice to grasp the geometry involved. But once mastered, Bezier curves are a wonderful way to draw! Pierre Bézier was born September 1, 1910 and died November 25, 1999 at the age of 89. In 1985 he was recognized by ACM SIGGRAPH with a 'Steven A. Coons' award for his lifetime contribution to computer graphics and interactive techniques.
Alternate Spellings: bezier curve, Pierre Bezier Common Misspellings: bezer, bezire, bexier Related Resources: The Language of Curves Elsewhere on the Web:
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