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- W2036243884 abstract "A local interpolation method for curves in R2 or R3 offering G1 continuity is described. A curve is represented as a union of geometrically continuous cubic Bézier segments between each pair of adjacent vertices. At each interpolation point, the procedure determines a tangent direction and two derivative magnitudes on either side of the vertex. The method uses an intuitive geometric, rule-based approach to find a ‘good’ default solution that produces pleasing-looking results even for highly irregular sets of data Various spline properties and their relevance to the method are also discussed." @default.
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- W2036243884 date "1992-05-01" @default.
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- W2036243884 title "Procedural interpolation with geometrically continuous cubic splines" @default.
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