㰀栀琀洀氀㸀
㰀栀攀愀搀㸀
Shape Modeling International 2009 Papers㰀⼀栀攀愀搀㸀
㰀戀漀搀礀㸀
㰀栀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀挀最挀愀搀⸀琀栀猀猀⸀琀猀椀渀最栀甀愀⸀攀搀甀⸀挀渀⼀匀䴀䤀㈀ 㤀⼀∀㸀匀栀愀瀀攀 䴀漀搀攀氀椀渀最 䤀渀琀攀爀渀愀琀椀漀渀愀氀 ㈀ 㤀㰀⼀愀㸀 瀀愀瀀攀爀猀 漀渀 琀栀攀 眀攀戀㰀⼀栀㸀
倀愀最攀 洀愀椀渀琀愀椀渀攀搀 戀礀 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀欀攀猀攀渀⸀栀甀愀渀最⸀最漀漀最氀攀瀀愀最攀猀⸀挀漀洀⼀∀㸀䬀攀ⴀ匀攀渀 䠀甀愀渀最㰀⼀愀㸀 眀椀琀栀 氀漀琀猀 漀昀 栀攀氀瀀 昀爀漀洀 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀氀椀爀椀猀⸀挀渀爀猀⸀昀爀⼀最甀椀氀氀愀甀洀攀⸀氀愀瘀漀甀攀⼀∀㸀䜀甀椀氀氀愀甀洀攀 䰀愀瘀漀甀☀攀愀挀甀琀攀㬀㰀⼀愀㸀⸀
If you have additions or changes, send an e-mail.
一漀琀攀 琀栀愀琀 眀栀攀渀 瀀漀猀猀椀戀氀攀 䤀 氀椀渀欀 琀漀 琀栀攀 瀀愀最攀 挀漀渀琀愀椀渀椀渀最 琀栀攀 氀椀渀欀 琀漀 琀栀攀 愀挀琀甀愀氀 倀䐀䘀 漀爀 倀匀 漀昀 琀栀攀 瀀爀攀瀀爀椀渀琀⸀
I prefer this as it gives some context to the paper and avoids possible copyright problems with direct linking. 吀栀甀猀 礀漀甀 洀愀礀 渀攀攀搀 琀漀 猀攀愀爀挀栀 漀渀 琀栀攀 瀀愀最攀 琀漀 昀椀渀搀 琀栀攀 愀挀琀甀愀氀 搀漀挀甀洀攀渀琀⸀
㰀瀀㸀
Changelog
㰀栀㈀㸀匀攀猀猀椀漀渀 㨀 匀甀爀昀愀挀攀 刀攀最椀猀琀爀愀琀椀漀渀 ⠀䌀漀洀瀀甀琀攀爀猀 ☀愀洀瀀㬀 䜀爀愀瀀栀椀挀猀 瀀愀瀀攀爀猀⤀㰀⼀栀㈀㸀
- Optimal Rotation Alignment of 3D Objects using a GPU-based Similarity Function
㰀搀搀㸀
Michael Martinek, ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀㤀⸀椀渀昀漀爀洀愀琀椀欀⸀甀渀椀ⴀ攀爀氀愀渀最攀渀⸀搀攀⼀瀀攀漀瀀氀攀⼀瀀甀戀氀椀猀栀攀搀戀礀⼀爀漀戀攀爀琀漀⼀最爀漀猀猀漀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀刀漀戀攀爀琀漀 䜀爀漀猀猀漀㰀⼀愀㸀
- Semantics-driven Best View of 3D Shapes
㰀搀搀㸀
Michela Mortara, ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀最攀⸀椀洀愀琀椀⸀挀渀爀⸀椀琀⼀椀洀愀⼀猀瀀愀最渀甀漀氀漀⸀栀琀洀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䴀椀挀栀攀氀愀 匀瀀愀最渀甀漀氀漀㰀⼀愀㸀
㰀栀㈀㸀匀攀猀猀椀漀渀 ㈀㨀䴀漀爀瀀栀椀渀最 愀渀搀 䐀攀昀漀爀洀愀琀椀漀渀猀 ⠀䌀漀洀瀀甀琀攀爀猀 ☀愀洀瀀㬀 䜀爀愀瀀栀椀挀猀 瀀愀瀀攀爀猀⤀㰀⼀栀㈀㸀
- 2D Shape Morphing via Automatic Feature Matching and Hierarchical Interpolation
㰀搀搀㸀
Wenwu Yang, 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀挀愀搀⸀稀樀甀⸀攀搀甀⸀挀渀⼀栀漀洀攀⼀樀焀昀攀渀最⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䨀椀攀焀椀渀最 䘀攀渀最㰀⼀愀㸀
- Gradient Field based Inhomogeneous Volumetric Mesh Deformation for Maxillofacial Surgery Simulation
㰀搀搀㸀
Sheng-hui Liao, Ruo-feng Tong, Jin-xiang Dong, Fu-dong Zhu㰀⼀搀搀㸀
- Content-Aware Model Resizing based on Surface Deformation
㰀搀搀㸀
Kunpeng Wang, Caiming Zhang㰀⼀搀搀㸀
㰀⼀搀氀㸀
㰀栀㈀㸀匀攀猀猀椀漀渀 ㌀㨀 匀栀愀瀀攀 倀爀漀挀攀猀猀椀渀最 ⠀䌀漀洀瀀甀琀攀爀猀 ☀愀洀瀀㬀 䜀爀愀瀀栀椀挀猀 瀀愀瀀攀爀猀⤀
㰀搀氀㸀
㰀搀琀㸀䄀 䴀漀搀椀昀椀攀搀 䄀搀瘀愀渀挀椀渀最 䰀愀礀攀爀猀 䴀攀猀栀 䜀攀渀攀爀愀琀椀漀渀 昀漀爀 吀栀椀渀 吀栀爀攀攀ⴀ䐀椀洀攀渀猀椀漀渀愀氀 伀戀樀攀挀琀猀 眀椀琀栀 嘀愀爀椀愀戀氀攀 吀栀椀挀欀渀攀猀猀㰀⼀搀琀㸀
- ऀ夀漀甀渀最 䌀栀漀椀Ⰰ 䬀椀ⴀ夀漀甀渀 䬀眀漀渀Ⰰ 匀漀漀ⴀ圀漀渀 䌀栀愀攀Ⰰ 䐀漀渀最ⴀ䴀椀渀 䬀椀洀
- Efficient Triangle-Triangle Intersection Test for OBB-based Collision Detection
㰀搀搀㸀
Jung-Woo Chang, Myung-Soo Kim㰀⼀搀搀㸀
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀瀀攀爀猀漀⸀琀攀氀攀挀漀洀ⴀ瀀愀爀椀猀琀攀挀栀⸀昀爀⼀─㜀䔀戀漀甀戀攀欀⼀瀀愀瀀攀爀猀⼀吀漀瀀匀琀漀挀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䴀攀猀栀 匀椀洀瀀氀椀昀椀挀愀琀椀漀渀 戀礀 匀琀漀挀栀愀猀琀椀挀 匀愀洀瀀氀椀渀最 愀渀搀 吀漀瀀漀氀漀最椀挀愀氀 䌀氀甀猀琀攀爀椀渀最㰀⼀愀㸀㰀⼀搀琀㸀
- ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀瀀攀爀猀漀⸀琀攀氀攀挀漀洀ⴀ瀀愀爀椀猀琀攀挀栀⸀昀爀⼀─㜀䔀戀漀甀戀攀欀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀吀愀洀礀 䈀漀甀戀攀欀攀甀爀㰀⼀愀㸀Ⰰ
Marc Alexa㰀⼀搀搀㸀
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀挀猀⸀猀昀甀⸀挀愀⼀─㜀䔀栀愀漀稀⼀瀀愀瀀攀爀猀⸀栀琀洀氀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀儀甀愀氀椀琀礀 䔀渀挀漀搀椀渀最 昀漀爀 吀攀琀爀愀栀攀搀爀愀氀 䴀攀猀栀 伀瀀琀椀洀椀稀愀琀椀漀渀㰀⼀愀㸀㰀⼀搀琀㸀
- ऀ䬀愀椀 堀甀Ⰰ
Zhi-Quan Cheng, ऀ夀愀渀稀栀攀渀 圀愀渀最Ⰰ 夀甀攀猀栀愀渀 堀椀漀渀最Ⰰ 䠀愀漀 娀栀愀渀最
Session 4 (IEEE papers)
㰀搀氀㸀
㰀搀琀㸀䴀攀猀栀 搀攀渀漀椀猀椀渀最 戀愀猀攀搀 漀渀 搀椀昀昀攀爀攀渀琀椀愀氀 挀漀漀爀搀椀渀愀琀攀猀㰀⼀搀琀㸀
ऀ娀栀椀ⴀ堀甀渀 匀甀Ⰰ 䠀甀椀 圀愀渀最Ⰰ 䨀甀渀ⴀ䨀椀攀 䌀愀漀
An effective third-order local fitting patch and its application㰀搀搀㸀
Zhong Li, Brian Barsky, Xiaogang Jin㰀⼀搀搀㸀
㰀搀琀㸀䤀洀愀最攀 戀愀猀攀搀 洀漀搀攀氀椀渀最 瘀椀愀 瀀氀愀渀攀 猀眀攀攀瀀 戀愀猀攀搀 猀甀爀昀愀挀攀 最爀漀眀椀渀最㰀⼀搀琀㸀
ऀ䈀漀 匀栀甀Ⰰ 堀椀愀渀樀椀攀 儀椀甀Ⰰ 娀栀愀漀焀椀 圀愀渀最
Automatic generation of coarse bounding cages from dense meshes㰀搀搀㸀
Chuhua Xian, Hongwei Lin, Shuming Gao㰀⼀搀搀㸀
㰀⼀搀氀㸀
Session 5 (IEEE papers)
㰀搀氀㸀
Shape isophotic error metric controllable re-sampling for point-sampled surfaces㰀搀搀㸀
Yongwei Miao, Pablo Diaz-Gutierrez, Renato Pajarola, M. Gopi, Jieqing Feng㰀⼀搀搀㸀
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀氀椀爀椀猀⸀挀渀爀猀⸀昀爀⼀最甀椀氀氀愀甀洀攀⸀氀愀瘀漀甀攀⼀琀爀愀瘀愀甀砀⼀瀀甀戀氀椀⸀栀琀洀氀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䄀 昀爀愀洀攀眀漀爀欀 昀漀爀 琀栀攀 漀戀樀攀挀琀椀瘀攀 攀瘀愀氀甀愀琀椀漀渀 漀昀 猀攀最洀攀渀琀愀琀椀漀渀 愀氀最漀爀椀琀栀洀猀 甀猀椀渀最 愀 最爀漀甀渀搀ⴀ琀爀甀琀栀 漀昀 栀甀洀愀渀 猀攀最洀攀渀琀攀搀 ㌀䐀ⴀ洀漀搀攀氀猀㰀⼀愀㸀㰀⼀搀琀㸀
ऀ䠀愀氀椀洀 䈀攀渀栀愀戀椀氀攀猀Ⰰ
Jean-Philippe Vandeborre, ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀氀椀爀椀猀⸀挀渀爀猀⸀昀爀⼀最甀椀氀氀愀甀洀攀⸀氀愀瘀漀甀攀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀 䜀甀椀氀氀愀甀洀攀 䰀愀瘀漀甀攀㰀⼀愀㸀Ⰰ
Mohamed Daoudi 㰀⼀搀搀㸀
㰀搀琀㸀䄀瀀瀀爀漀砀椀洀愀琀攀 猀栀愀瀀攀 洀愀琀挀栀椀渀最 愀渀搀 猀礀洀洀攀琀爀礀 搀攀琀攀挀琀椀漀渀 昀漀爀 ㌀䐀 猀栀愀瀀攀猀 眀椀琀栀 最甀愀爀愀渀琀攀攀搀 攀爀爀漀爀 戀漀甀渀搀猀㰀⼀搀琀㸀
ऀ匀栀愀渀欀愀爀 䬀爀椀猀栀渀愀渀Ⰰ 匀甀爀攀猀栀 嘀攀渀欀愀琀愀猀甀戀爀愀洀愀渀椀愀渀
Interpolation over arbitrary topology meshes using Doo-Sabin surfaces㰀搀搀㸀
Chongyang Deng, ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀洀愀琀栀⸀稀樀甀⸀攀搀甀⸀挀渀⼀礀砀渀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀堀甀渀渀椀愀渀 夀愀渀最㰀⼀愀㸀
Detail-preserving axial deformation using curve pairs㰀搀搀㸀
Wen-bing Ge, Gang Xu, Kin-chuen Hui, Guo-ping Wang㰀⼀搀搀㸀
Filling holes in triangular meshes by curve unfolding㰀搀搀㸀
Alan Brunton, Stefanie Wuhrer, Chang Shu, Prosenjit Bose, Erik D. Demaine㰀⼀搀搀㸀
㰀⼀搀氀㸀
㰀栀㈀㸀匀攀猀猀椀漀渀 㘀 ⠀䤀䔀䔀䔀 瀀愀瀀攀爀猀⤀㰀⼀栀㈀㸀
- Contributing vertices-based Minkowski sum of a non-convex polyhedron without fold and a convex polyhedron
㰀搀搀㸀
Hichem Barki, ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀氀椀爀椀猀⸀挀渀爀猀⸀昀爀⼀昀氀漀爀攀渀挀攀⸀搀攀渀椀猀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䘀氀漀爀攀渀挀攀 䐀攀渀椀猀㰀⼀愀㸀Ⰰ
Florent Dupont 㰀⼀搀搀㸀
㰀搀琀㸀嘀漀氀甀洀攀琀爀椀挀 琀攀砀琀甀爀攀 猀礀渀琀栀攀猀椀猀 漀昀 戀漀渀攀 洀椀挀爀漀ⴀ猀琀爀甀挀琀甀爀攀 愀猀 愀 戀愀猀攀 昀漀爀 猀挀愀昀昀漀氀搀 搀攀猀椀最渀㰀⼀搀琀㸀
- ऀ夀⸀ 䠀漀氀搀猀琀攀椀渀Ⰰ 䄀⸀ 䘀椀猀挀栀攀爀Ⰰ 䰀⸀ 倀漀搀猀栀椀瘀愀氀漀瘀Ⰰ 倀⸀ 娀⸀ 䈀愀爀ⴀ夀漀猀攀瀀栀
- Parts-based 2D shape decomposition by convex hull
㰀搀搀㸀䰀椀氀椀 圀愀渀㰀⼀搀搀㸀
㰀搀琀㸀伀渀 洀椀渀椀洀愀氀 漀爀琀栀漀最爀愀瀀栀椀挀 瘀椀攀眀 挀漀瘀攀爀猀 昀漀爀 瀀漀氀礀栀攀搀爀愀㰀⼀搀琀㸀
- Min Liu, Karthik Ramani
㰀栀㈀㸀匀攀猀猀椀漀渀 㜀㨀 䰀漀漀瀀猀 ☀愀洀瀀㬀 䌀栀愀爀琀猀 ⠀䌀漀洀瀀甀琀攀爀猀 ☀愀洀瀀㬀 䜀爀愀瀀栀椀挀猀 瀀愀瀀攀爀猀⤀㰀⼀栀㈀㸀
- Persistence-based Handle and Tunnel Loops Computation Revisited for Speed Up
㰀搀搀㸀
Tamal K Dey, ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀挀猀攀⸀漀栀椀漀ⴀ猀琀愀琀攀⸀攀搀甀⼀─㜀䔀氀椀欀甀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䬀甀椀礀甀 䰀椀㰀⼀愀㸀
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀䜀攀漀洀攀琀爀礀ⴀ䄀眀愀爀攀─㈀ 䐀漀洀愀椀渀─㈀ 䐀攀挀漀洀瀀漀猀椀琀椀漀渀─㈀ 昀漀爀─㈀ 吀ⴀ匀瀀氀椀渀攀ⴀ戀愀猀攀搀─㈀ 䴀愀渀椀昀漀氀搀─㈀ 䴀漀搀攀氀椀渀最∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䜀攀漀洀攀琀爀礀ⴀ䄀眀愀爀攀 䐀漀洀愀椀渀 䐀攀挀漀洀瀀漀猀椀琀椀漀渀 昀漀爀 吀ⴀ匀瀀氀椀渀攀ⴀ戀愀猀攀搀 䴀愀渀椀昀漀氀搀 䴀漀搀攀氀椀渀最㰀⼀愀㸀㰀⼀搀琀㸀
- ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀挀猀⸀猀甀渀礀猀戀⸀攀搀甀⼀─㜀䔀眀愀渀最栀礀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䠀漀渀最礀甀 圀愀渀最㰀⼀愀㸀Ⰰ 夀椀渀最 䠀攀Ⰰ 堀椀渀 䰀椀Ⰰ 堀椀愀渀昀攀渀最 䜀甀Ⰰ 䠀漀渀最 儀椀渀
- A Divide-And-Conquer Approach For Automatic Polycube Map Construction
㰀搀搀㸀夀椀渀最 䠀攀Ⰰ 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀挀猀⸀猀甀渀礀猀戀⸀攀搀甀⼀─㜀䔀眀愀渀最栀礀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䠀漀渀最礀甀 圀愀渀最㰀⼀愀㸀Ⰰ 䌀栀椀ⴀ圀椀渀最 䘀甀Ⰰ 䠀漀渀最 儀椀渀 㰀⼀搀搀㸀
㰀⼀搀氀㸀
Session 8: Implicit & Parametric Surfaces (Computers & Graphics papers)
㰀搀氀㸀
- Variational Implicit Surface Meshing
㰀搀搀㸀
Arnaud Gelas, Sebastien Valette, ऀ㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀挀爀攀愀琀椀猀⸀椀渀猀愀ⴀ氀礀漀渀⸀昀爀⼀─㜀䔀瀀爀漀猀琀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀刀攀洀礀 倀爀漀猀琀㰀⼀愀㸀Ⰰ 圀椀攀猀氀愀眀 䰀 一漀眀椀渀猀欀椀㰀⼀搀搀㸀
- Modeling and 3D Object Reconstruction by Implicitly Defined匀甀爀昀愀挀攀猀 眀椀琀栀 匀栀愀爀瀀 䘀攀愀琀甀爀攀猀㰀⼀愀㸀㰀⼀搀琀㸀
- Xinghua Song, Bert Juettler
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀洀愀椀渀氀椀渀攀⸀戀爀礀渀洀愀眀爀⸀攀搀甀⼀─㜀䔀搀砀甀⼀瀀甀戀猀⸀栀琀洀氀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䄀 一攀眀 䌀漀渀猀琀爀甀挀琀椀漀渀 漀昀 匀洀漀漀琀栀 匀甀爀昀愀挀攀猀 昀爀漀洀 吀爀椀愀渀最氀攀 䴀攀猀栀攀猀
Using Parametric Pseudo-Manifolds
㰀搀搀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀搀挀琀⸀甀昀洀猀⸀戀爀⼀─㜀䔀洀愀爀挀攀氀漀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䴀愀爀挀攀氀漀 匀椀焀甀攀椀爀愀㰀⼀愀㸀Ⰰ 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀洀愀椀渀氀椀渀攀⸀戀爀礀渀洀愀眀爀⸀攀搀甀⼀─㜀䔀搀砀甀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䐀椀愀渀渀愀 堀甀㰀⼀愀㸀Ⰰ 䨀攀愀渀 䜀愀氀氀椀攀爀Ⰰ 䰀甀椀猀 䜀 一漀渀愀琀漀Ⰰ
Dimas M Morera, Luiz Velho
㰀搀琀㸀匀甀爀昀愀挀攀 刀攀挀漀渀猀琀爀甀挀琀椀漀渀 眀椀琀栀 䈀椀瘀愀爀椀愀琀攀 匀椀洀瀀氀攀砀 匀瀀氀椀渀攀猀 漀渀
Delaunay Configurations
㰀搀搀㸀䨀甀愀渀 䌀愀漀Ⰰ 堀椀渀 䰀椀Ⰰ 䜀甀漀稀栀愀漀 圀愀渀最Ⰰ 䠀漀渀最 儀椀渀 㰀⼀搀搀㸀
㰀栀㈀㸀匀攀猀猀椀漀渀 㤀㨀 匀栀愀瀀攀 䄀渀愀氀礀猀椀猀 ⠀䌀漀洀瀀甀琀攀爀猀
&䜀爀愀瀀栀椀挀猀
papers)㰀⼀栀㈀㸀
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀挀猀⸀瀀爀椀渀挀攀琀漀渀⸀攀搀甀⼀最昀砀⼀瀀甀戀猀⼀䜀漀氀漀瘀椀渀猀欀椀礀开㈀ 㤀开䌀匀伀⼀椀渀搀攀砀⸀瀀栀瀀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䌀漀渀猀椀猀琀攀渀琀 匀攀最洀攀渀琀愀琀椀漀渀 漀昀 ㌀䐀 䴀漀搀攀氀猀㰀⼀愀㸀㰀⼀搀琀㸀
- Aleksey Golovinskiy, Thomas Funkhouser
㰀搀琀㸀䔀砀琀爀愀挀琀椀渀最 愀 倀漀氀礀栀攀搀爀漀渀 昀爀漀洀 愀 匀椀渀最氀攀ⴀ嘀椀攀眀 匀欀攀琀挀栀㨀 吀漀瀀漀氀漀最椀挀愀氀 䌀漀渀猀琀爀甀挀琀椀漀渀 漀昀 愀 圀椀爀攀昀爀愀洀攀 匀欀攀琀挀栀 眀椀琀栀 䴀椀渀椀洀愀氀 䠀椀搀搀攀渀 䔀氀攀洀攀渀琀猀㰀⼀搀琀㸀
- Sofia Kyratzi, Nickolas Sapidis
㰀搀琀㸀䘀漀甀爀椀攀爀 洀攀琀栀漀搀 昀漀爀 氀愀爀最攀 猀挀愀氀攀 猀甀爀昀愀挀攀 洀漀搀攀氀椀渀最 愀渀搀 爀攀最椀猀琀爀愀琀椀漀渀㰀⼀搀琀㸀
- Li Shen, Sungeun Kim, Andrew J Saykin
㰀⼀搀氀㸀
Session 10 (IEEE papers)㰀⼀栀㈀㸀
㰀搀琀㸀匀栀愀瀀攀 眀愀琀攀爀洀愀爀欀椀渀最 戀愀猀攀搀 漀渀 洀椀渀椀洀椀稀椀渀最 琀栀攀 焀甀愀搀爀椀挀 攀爀爀漀爀 洀攀琀爀椀挀㰀⼀搀琀㸀
- Ming Luo, Adrian G. Bors
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀挀猀⸀欀攀渀琀⸀攀搀甀⼀─㜀䔀稀栀愀漀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䐀椀猀琀愀渀挀攀 昀椀攀氀搀 琀爀愀渀猀昀漀爀洀 眀椀琀栀 愀渀 愀搀愀瀀琀椀瘀攀 椀琀攀爀愀琀椀漀渀 洀攀琀栀漀搀㰀⼀愀㸀㰀⼀搀琀㸀
- Fan Chen, Ye Zhao
㰀搀琀㸀䌀甀爀瘀愀琀甀爀攀 渀漀爀洀愀氀 瘀攀挀琀漀爀 搀爀椀瘀攀渀 椀渀琀攀爀瀀漀氀愀琀漀爀礀 猀甀戀搀椀瘀椀猀椀漀渀㰀⼀搀琀㸀
㰀搀搀㸀䠀甀愀渀砀椀 娀栀愀漀Ⰰ 堀椀愀 儀椀甀Ⰰ 䰀甀洀椀渀最 䰀椀愀渀最Ⰰ 䌀栀甀愀渀 匀甀渀Ⰰ 䈀攀椀樀椀 娀漀甀 㰀⼀搀搀㸀
- Interpolation to C1 boundary conditions by polynomial of degree six
㰀搀搀㸀䌀愀椀洀椀渀最 娀栀愀渀最Ⰰ 䘀攀渀最 䰀椀Ⰰ 䐀漀渀最洀攀椀 一椀甀Ⰰ 堀椀渀最焀椀愀渀最 夀愀渀最㰀⼀搀搀㸀
㰀栀㈀㸀匀攀猀猀椀漀渀 㨀 匀栀愀瀀攀 䜀攀渀攀爀愀琀椀漀渀 ☀愀洀瀀㬀 刀攀挀漀渀猀琀爀甀挀琀椀漀渀 ⠀䌀漀洀瀀甀琀攀爀猀
&䜀爀愀瀀栀椀挀猀
papers)㰀⼀栀㈀㸀
㰀搀琀㸀嘀愀爀椀愀琀椀漀渀愀氀 䈀愀礀攀猀椀愀渀 一漀椀猀攀 䔀猀琀椀洀愀琀椀漀渀 漀昀 倀漀椀渀琀 匀攀琀猀㰀⼀搀琀㸀
㰀搀搀㸀䴀椀渀挀栀攀漀氀 夀漀漀渀Ⰰ 䤀漀愀渀渀椀猀 䤀瘀爀椀猀猀椀洀琀稀椀猀Ⰰ 匀攀甀渀最礀漀渀最 䰀攀攀㰀⼀搀搀㸀
- Assembling curvature continuous surfaces from triangular patches
㰀搀搀㸀䬀攀猀琀甀琀椀猀 䬀愀爀挀椀愀甀猀欀愀猀Ⰰ 䨀漀爀最 倀攀琀攀爀猀㰀⼀搀搀㸀
- Estimating Body Shape of Dressed Humans
㰀搀搀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀洀瀀椀ⴀ椀渀昀⸀洀瀀最⸀搀攀⼀─㜀䔀栀愀猀氀攀爀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀一椀氀猀 䠀愀猀氀攀爀㰀⼀愀㸀Ⰰ 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀洀瀀椀ⴀ椀渀昀⸀洀瀀最⸀搀攀⼀─㜀䔀猀琀漀氀氀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䌀愀爀猀琀攀渀 匀琀漀氀氀㰀⼀愀㸀Ⰰ 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀洀瀀椀ⴀ椀渀昀⸀洀瀀最⸀搀攀⼀─㜀䔀爀漀猀攀渀栀愀栀渀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䈀漀搀漀 刀漀猀攀渀栀愀栀渀㰀⼀愀㸀Ⰰ 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀洀瀀椀ⴀ椀渀昀⸀洀瀀最⸀搀攀⼀─㜀䔀琀栀漀爀洀愀攀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀吀栀漀爀猀琀攀渀 吀栀漀爀洀愀攀栀氀攀渀㰀⼀愀㸀Ⰰ 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀⸀洀瀀椀ⴀ椀渀昀⸀洀瀀最⸀搀攀⼀─㜀䔀栀瀀猀攀椀搀攀氀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䠀愀渀猀ⴀ倀攀琀攀爀 匀攀椀搀攀氀㰀⼀愀㸀 㰀⼀搀搀㸀
- Smooth Reverse Subdivision
㰀搀搀㸀䨀愀瘀愀搀 匀愀搀攀最栀椀Ⰰ 䘀愀爀愀洀愀爀稀 䘀 匀愀洀愀瘀愀琀椀㰀⼀搀搀㸀
㰀栀㈀㸀匀攀猀猀椀漀渀 ㈀ ⠀䤀䔀䔀䔀 瀀愀瀀攀爀猀⤀
㰀搀氀㸀
- An exact representation of polygonal objects by C1-continuous scalar fields based on binary space partitioning
㰀搀搀㸀伀氀攀最 䘀爀礀愀稀椀渀漀瘀Ⰰ 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀瀀愀猀欀漀⸀漀爀最⼀愀瀀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䄀氀攀砀愀渀搀攀爀 倀愀猀欀漀Ⰰ㰀⼀愀㸀 㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀挀椀猀⸀欀⸀栀漀猀攀椀⸀愀挀⸀樀瀀⼀─㜀䔀䘀ⴀ爀攀瀀⼀愀搀稀栀椀攀瘀⸀栀琀洀氀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀嘀愀氀攀爀礀 䄀搀稀栀椀攀瘀㰀⼀愀㸀 㰀⼀搀搀㸀
- Parameterised free-form feature templates
㰀搀搀㸀䨀ⴀ倀⸀ 倀攀爀渀漀琀Ⰰ 䘀⸀ 䜀椀愀渀渀椀渀椀Ⰰ 䈀⸀ 䘀愀氀挀椀搀椀攀渀漀Ⰰ 䨀ⴀ䌀⸀ 䰀攀漀渀 㰀⼀搀搀㸀
- Feature sensitive bas relief generation
㰀搀搀㸀䨀攀渀猀 䬀攀爀戀攀爀Ⰰ 䄀爀琀 吀攀瘀猀Ⰰ 䄀氀攀砀愀渀搀攀爀 䈀攀氀礀愀攀瘀Ⰰ 刀栀愀氀攀戀 娀愀礀攀爀Ⰰ 䠀愀渀猀ⴀ倀攀琀攀爀 匀攀椀搀攀氀 㰀⼀搀搀㸀
- GridMesh: fast and high quality 2D mesh generation for interactive 3D shape modeling
㰀搀搀㸀䄀渀搀爀攀眀 一攀愀氀攀渀Ⰰ 䨀甀猀琀甀猀 倀攀琀琀Ⰰ 䴀愀爀挀 䄀氀攀砀愀Ⰰ 吀愀欀攀漀 䤀最愀爀愀猀栀椀㰀⼀搀搀㸀
- Haptic rendering using C1 continuous reconstructed distance fields
㰀搀搀㸀圀攀椀 䰀椀Ⰰ 夀漀甀渀最甀渀最 匀栀漀渀Ⰰ 匀愀爀愀 䴀挀䴀愀椀渀猀 㰀⼀搀搀㸀
㰀栀㈀㸀匀攀猀猀椀漀渀 ㌀㨀 匀挀愀氀愀爀 䘀甀渀挀琀椀漀渀猀 ⠀䌀漀洀瀀甀琀攀爀猀
&䜀爀愀瀀栀椀挀猀
papers)㰀⼀栀㈀㸀
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀爀攀甀琀攀爀⸀洀椀琀⸀攀搀甀⼀椀渀搀攀砀⸀瀀栀瀀⼀瀀甀戀氀椀挀愀琀椀漀渀猀⼀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䐀椀猀挀爀攀琀攀 䰀愀瀀氀愀挀攀ⴀ䈀攀氀琀爀愀洀椀 伀瀀攀爀愀琀漀爀猀 昀漀爀 匀栀愀瀀攀 䄀渀愀氀礀猀椀猀 愀渀搀 匀攀最洀攀渀琀愀琀椀漀渀㰀⼀愀㸀㰀⼀搀琀㸀
- Martin Reuter, Silvia Biasotti, Daniela Giorgi, Giuseppe Patane, Michela Spagnuolo
㰀搀琀㸀䐀礀渀愀洀椀挀 䠀愀爀洀漀渀椀挀 䘀椀攀氀搀猀 昀漀爀 匀甀爀昀愀挀攀 倀爀漀挀攀猀猀椀渀最㰀⼀搀琀㸀
- Kai Xu, Hao Zhang, Daniel Cohen-Or, Yueshan Xiong
㰀搀琀㸀䌀漀洀瀀甀琀椀渀最 匀洀漀漀琀栀 䄀瀀瀀爀漀砀椀洀愀琀椀漀渀猀 漀昀 匀挀愀氀愀爀 䘀甀渀挀琀椀漀渀猀 眀椀琀栀 䌀漀渀猀琀爀愀椀渀琀猀㰀⼀搀琀㸀
- Giuseppe Patane, Bianca Falcidieno
㰀⼀搀氀㸀
㰀栀㈀㸀匀攀猀猀椀漀渀 㐀 ⠀䤀䔀䔀䔀 瀀愀瀀攀爀猀⤀
㰀搀氀㸀
- Canonical homotopy class representative using hyperbolic structure
㰀搀搀㸀圀攀椀 娀攀渀最Ⰰ 䴀椀愀漀 䨀椀渀Ⰰ 䘀攀渀最 䰀甀漀Ⰰ 堀椀愀渀昀攀渀最 䜀甀 㰀⼀搀搀㸀
㰀搀琀㸀㰀愀 栀爀攀昀㴀∀栀琀琀瀀㨀⼀⼀眀眀眀ⴀ攀瘀愀猀椀漀渀⸀椀洀愀最⸀昀爀⼀䴀攀洀戀爀攀猀⼀䘀爀愀渀挀欀⸀䠀攀琀爀漀礀⼀倀甀戀氀椀猀⼀椀渀搀攀砀⸀栀琀洀氀∀ 琀愀爀最攀琀㴀∀开戀氀愀渀欀∀㸀䌀氀愀猀猀椀昀椀挀愀琀椀漀渀 漀昀 渀漀渀ⴀ洀愀渀椀昀漀氀搀 猀椀渀最甀氀愀爀椀琀椀攀猀 昀爀漀洀 琀爀愀渀猀昀漀爀洀愀琀椀漀渀猀 漀昀 ㈀ⴀ洀愀渀椀昀漀氀搀猀㰀⼀愀㸀㰀⼀搀琀㸀
- J-C. Leon, L. De Floriani, F. Hetroy
㰀搀琀㸀伀渀 琀栀攀 挀漀洀瀀甀琀愀琀椀漀渀 漀昀 琀栀攀 洀椀渀椀洀愀氀 攀氀氀椀瀀猀攀 攀渀挀氀漀猀椀渀最 愀 猀攀琀 漀昀 瀀氀愀渀愀爀 挀甀爀瘀攀猀㰀⼀搀琀㸀
- Dan Albocher, Gershon Elber
㰀搀琀㸀䌀漀洀瀀甀琀椀渀最 䘀攀渀挀栀攀氀ⴀ一椀攀氀猀攀渀 挀漀漀爀搀椀渀愀琀攀猀 椀渀 吀攀椀挀栀洀甀氀氀攀爀 猀栀愀瀀攀㰀⼀搀琀㸀
- Miao Jin, Wei Zeng, Ning Ding, Xianfeng Gu
㰀搀琀㸀䄀渀 攀搀最攀 洀愀琀挀栀椀渀最 琀攀挀栀渀椀焀甀攀 昀漀爀 渀漀渀ⴀ瀀氀愀渀愀爀 昀愀挀攀 椀渀琀攀爀猀攀挀琀椀漀渀猀 椀渀 最攀漀洀攀琀爀椀挀 瀀愀爀愀洀攀琀爀椀挀 洀漀搀攀氀猀㰀⼀搀琀㸀
- M. Baba-ali, D. Marcheix, X. Skapin
㰀⼀搀氀㸀
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㰀猀挀爀椀瀀琀 琀礀瀀攀㴀∀琀攀砀琀⼀樀愀瘀愀猀挀爀椀瀀琀∀㸀
瘀愀爀 开最愀焀 㴀 开最愀焀 簀簀 嬀崀㬀
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⠀昀甀渀挀琀椀漀渀⠀⤀ 笀
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