A Bezier curve is a mathematical representation commonly used in graphic design and 3D modeling to define smooth and precise curves. Named after the French engineer Pierre Bézier, who developed the mathematical formulation, Bezier curves are defined by a set of control points that influence the shape of the curve. This elegant mathematical concept has become a cornerstone in computer-aided design (CAD) and various creative applications.
In computer graphics, Bezier curves provide a flexible and intuitive way to create curves of varying complexity. Designers can manipulate the position of control points to achieve precise and visually appealing curves, making Bezier curves invaluable in tasks such as creating smooth paths for animations, designing logos, or shaping surfaces in 3D modeling. Their versatility and ease of use contribute to their widespread adoption in the world of digital design.