Single-rate near lossless compression of animated geometry

CAD Computer Aided Design

Volumn 41, Issue 10, 2009, Pages 711-718

  Amjoun, Rachida ^a   Straßer, Wolfgang ^a  

^a UNIVERSITY OF TÜBINGEN   (Germany)

Author keywords

3D mesh; Animation; Arithmetic coding; Local coordinates; Quantization

Indexed keywords

3D ANIMATION; 3D MESH; 3D MESHES; ARITHMETIC CODING; ENCODING STRATEGY; LOCAL COORDINATE; LOCAL COORDINATE SYSTEM; LOCAL COORDINATES; MESH GEOMETRY; NEAR LOSSLESS COMPRESSION; NONLINEAR BEHAVIOR; NORMAL COMPONENT; PROCESSING APPLICATIONS; QUANTIZATION; REAL-TIME APPLICATION; REGION GROWING; VERTEX LOCATIONS; WORLD COORDINATES;

ANIMATION; COMPUTATIONAL GEOMETRY; COORDINATE MEASURING MACHINES; ENCODING (SYMBOLS); IMAGE COMPRESSION; LASER FUSION;

THREE DIMENSIONAL;

EID: 69849083411     PISSN: 00104485     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.cad.2009.02.013     Document Type: Article

References (21)

1. Gumhold Stefan, Amjoun Rachida. Higher order prediction for geometry compression. In: International conference on shape modelling and applications. 2003
2. Huffman David A. A method for the construction of minimum-redundancy codes. 1952;40:1098-1101, 9
3. Witten I.H., Neal R.M., and Cleary J.G. Arithmetic coding for data compression. Commun ACM 30 6 (1987) 520-540
4. Lee E, Ko H. Vertex data compression for triangular meshes. In: Pacific graphics '00 conference proceedings. 2000. p. 225-34
5. Lee H, Alliez P, Desbrun M. Angle-analyzer: A triangle-quad mesh codec. In: Eurographics '02 conference proceedings. 2002. p. 383-92
6. Ibarria L, Rossignac J. Dynapack: Space-time compression of the 3d animations of triangle meshes with fixed connectivity. In: SIG./Eurog. Symp. on comput. anim. 2003
7. Andezej Szymczak, Jarek Rossignac, Safonova Alla. 3d compression made simple: Edgebreaker on a corner table. In: Proceedings of shape modeling international conference. 2001. p. 278-83
8. Stefanoski N, Ostermann J. Connectivity-guided predictive compression of dynamic 3d meshes. In: International conference on image processing. 2006
9. Amjoun Rachida, Strasser Wolfgang. Predictive-spectral compression of dynamic 3d meshes. In: 2nd international conference on computer graphics theory (Grapp). 2007. p. 30-8
10. Yang J.H., Kim C.S., and Lee S.U. Compression of 3-d triangle mesh sequences based on vertex-wise motion vector prediction. Cir Sys Video 12 12 (2002) 1178-1184
11. Amjoun R, Strasser W. Compression of 3d dynamic mesh sequences, Technical report. 2006
12. Alexa M., and Müller W. Representing animations by principal components. Comput Graph Forum 19 3 (2000)
13. Karni Z., and Gotsman C. Compression of soft-body animation sequences. Comput Graph (2004)
14. Sattler M, Sarlette R, Klein R. Simple and efficient compression of animation sequences. In: ACM SIG./Eurog. symp. on computer animation. 2005
15. Amjoun R., Sondershaus R., and Strasser W. Compression of complex animated meshes. Comput Graph Int 4035 (2006) 606-613
16. Lengyel Jerome E. Compression of time-dependent geometry. Proceedings of ACM symposium on interactive 3D graphics (1999), ACM Press 89-95
17. Zhang J, Owen CB. Octree-based animated geometry compression. In: Proceedings of IEEE on data compression. 2004. p. 508-17
18. Muller S.A., Kautzner K.M., Eisert P., and Wiegand T. Predictive compression of dynamic 3d meshes. Inter. conf. on image processing (2005) 621-624
19. Mamou K., Zaharia T., and Prêteux F. A skinning approach for dynamic 3d mesh compression. Comput Animat Virtual Worlds (2006)
20. Guskov I, Khodakovsky A. Wavelet compression of parametrically coherent mesh sequences. In: ACM SIG./Eurog. symp. on comput. anim. 2004
21. Payan F, Antonini M. Wavelet-based compression of 3d mesh sequences. In: Proceedings of IEEE ACIDCA-ICMI'2005. 2005