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January 5th, 2005 |
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DC 1304 |
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1:30 PM |
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Date: |
January 12th |
January 19th |
January 26th |
February 2nd |
Location: |
DC1304 |
DC1304 |
DC1304 |
DC1304 |
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Technical |
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Robin Liu
Title: A Simple Manifold-Based Construction of Surfaces of Arbitrary Smoothness
Abstract: This is a paper from SIGGRAPH'04. It presents a method to construct a surface with infinite continuity, using the manifold approach. The manifold modeling is firstly introduced by Grimm & Hughes in 1995, which is an extension of B-splines to surfaces of arbitrary topology. This technique has some nice properties of B-Spline, such as local control, and guaranteed continuity of arbitrary degree. The surface is specified using a polyhedral control mesh instead of a rectangular one.The domain of surface is modeled with a manifold whose topology matches that of the polyhedral mesh.