| Paper: | MP-P8.10 |
| Session: | Stereoscopic and 3D Processing II: 3D Modeling & Synthesis |
| Time: | Monday, September 17, 14:30 - 17:10 |
| Presentation: |
Poster
|
| Title: |
SURFACE HARMONICS FOR SHAPE MODELING |
| Authors: |
Heng Huang; University of Texas at Arlington | | |
| | Li Shen; University of Massachusetts at Dartmouth | | |
| Abstract: |
We present an approach for three dimensional (3D) shape modeling using Jacobi polynomials based surface harmonics. Because we construct a set of complete hemispherical harmonic basis functions on a hemisphere domain from the associated Jacobi polynomials, our shape modeling method work efficiently on the open hemisphere-like objects that often exist in medical anatomical structures (e.g., ventricles, atriums, etc.). We demonstrate the effectiveness of our approach through theoretic and experimental exploration of a set of medical image applications. |
