The Bézier surface is formed as the cartesian product of the blending functions of two orthogonal Bézier curves. Where Pi,j is the i,jth control point. There are Ni+1 and Nj+1 control points in the i and j directions respectively. The corresponding properties of the Bézier curve apply to the Bézier surface. - The surface does not in general pass through the control points except for the corners

