Tuesday, 9 August 2:00 pm - 3:30 pm | East Building, Ballroom C
Session Chair: Scott Schaefer, Texas A&M University
Interactive and Anisotropic Geometry Processing Using the Screened Poisson Equation
A general framework for performing curvature-aware geometry processing through solution of a screened Poisson equation and a parallel streaming implementation for cons***cting and solving the associated linear system at interactive rates.
Michael Kazhdan
Johns Hopkins University
Ming Chuang
Johns Hopkins University
DINUS: Double Insertion, Non-Uniform, Stationary Subdivision Surfaces
The double insertion, non-uniform, stationary subdivision surface (DINUS) generalizes both the non-uniform, bicubic spline surface and the Catmull-Clark subdivision surface. DINUS allows arbitrary knot intervals on the edges, allows incorporation of special features, and provides limit point as well as limit normal***les.
Kerstin Müller
Technische Universität Kaiserslautern
Christoph Fuenfzig
Technische Universität Kaiserslautern
Lars Reusche
An Efficient Scheme for Curve and Surface Cons***ction Based on a Set of Interpolatory Basis Functions
By interpolating basis functions built on the Sinc function with a Guassian multiplier, this technique cons***cts freeform interpolatory curves and surfaces through scattered data points.
Renjiang Zhang
