Adjustable speed surface subdivision |
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Authors: | K Kar
iauskas J Peters |
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Affiliation: | aDepartment of Mathematics and Informatics, Vilnius University, Lithuania;bDept C.I.S.E., University of Florida, United States |
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Abstract: | We introduce a non-uniform subdivision algorithm that partitions the neighborhood of an extraordinary point in the ratio σ:1−σ, where σ (0,1). We call σ the speed of the non-uniform subdivision and verify C1 continuity of the limit surface. For σ=1/2, the Catmull–Clark limit surface is recovered. Other speeds are useful to vary the relative width of the polynomial spline rings generated from extraordinary nodes. |
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Keywords: | Non-uniform Subdivision Adjustable speed |
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