2022.05.01
[Computer Animation] De Casteljau Algorithm
De Casteljau Algorithm Bezier Curve Review Cubic polynomial in Bernstein Bases End point Interpolation $p(0) = b_{0}$ $p(1) = b_{3}$ The tangent vectors to the curve at the end points are coincident with the first and last edges of the control point polygon $p'(0) = 3(b_{1} - b_{0})$ $p'(1) = 3(b_{3} - b_{2})$ Bezier Curve De Casteljau Algorithm(드 카스텔조 알고리즘) Alternative way for evaluating a poin..
