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where xi and yj are used here to denote elements of the knot sequences in each direction. It should be clear from the earlier discussions that the knot sequences must be nondecreasing series of real numbers that satisfy the relations f2min xi xi+1 f2max and s2min yi yi+1 s2max. Two types of knot sequences must be used. The rst, used for the angular position of the cam, is a uniform knot sequence, for instance [0, 1, 2, 3, 4]. This sequence will ensure continuity at f2 = 0 and at f2 = 2p. A knot sequence having a multiplicity of values at the ends equal to the order of the B-spline with the internal knot values evenly spaced is used in the other direction, for example, [0, 0, 1, 2, 3, 3] for B-splines of order k = 2. The recursive representation for the derivative of a nonparametric B-spline surface can be obtained by differentiating Eq. (5.36) to yield (Butter eld, 1976) vb.net qr code reader VB . NET QR Code Reader SDK to read, scan QR Code ... - OnBarcode
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