Date: | August 3, 2017 |
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Location: | DC 1331 |
Time: | 1:30 |
Chair: | Xiang Fang |
Date: | August 10, 2017 | August 17, 2017 | August 24, 2017 | August 31, 2017 |
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Location: | DC 1331 1:30 | DC 1331 11:30 | DC 1331 11:30 | DC 1331 11:30 |
Chair: | Ryan Goldade |
Veronika Irvine |
Craig Kaplan |
Marta Kryven |
Technical Presentation: | Xiang Fang |
Ryan Goldade |
Veronika Irvine |
Craig Kaplan |
Xiang Fang |
Title : Convergence of Clough-Tocher Interpolation
Abstract: t is proven that if the input triangular network satisfies some conditions, then there exists a process that will converge to a surface after infinite iterations, and the degree of continuity across the exterior boundaries of this resulting surface is C^2 |
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