Get Math Help

GET TUTORING NEAR ME!

(800) 434-2582

By submitting the following form, you agree to Club Z!'s Terms of Use and Privacy Policy

    Home / Get Math Help

    Bernstein-Bézier Curve

    Definition

    Given a set of n + 1 control points P_0, P_1, ..., P_n, the corresponding Bézier curve (or Bernstein-Bézier curve) is given by C(t) = sum_(i = 0)^n P_i B_(i, n)(t), where B_(i, n)(t) is a Bernstein polynomial and t element [0, 1]. Bézier splines are implemented in the Wolfram Language as BezierCurve[pts].

    Related terms
    Related Wolfram Language symbol

    BezierCurve

    Associated person

    Pierre Étienne Bézier

    Back to List | POWERED BY THE WOLFRAM LANGUAGE