Convert polynomial curve to Bezier Curve control points
问题 How do I compute the control points given a curve in the form of power form? Say I have p(t)=(x(t),y(t)) and 4 control points. x(t) = 2t y(t) = (t^3)+3(t^2) 回答1: You can always convert from power basis to Bernstein basis. This is always doable and will give you the precise result. Refer to section 3.3 of this link (http://cagd.cs.byu.edu/~557/text/ch3.pdf) for details. EDIT: Since the above link is no longer available, I am listing the formula below: where M is the degree of the Berstein