GEncode: Geometry-driven compression in arbitrary dimension and co-dimension

Brazilian Symposium of Computer Graphic and Image Processing

Volumn 2005, Issue , 2005, Pages 249-256

  Lewiner, Thomas ^a,b   Craizer, Marcos ^a   Lopes, Hélio ^a   Pesco, Sinésio ^a   Velho, Luiz ^c   Medeiros, Esdras ^c  

^a PONTIFICAL CATHOLIC UNIVERSITY OF RIO DE JANEIRO   (Brazil)

^b INRIA   (France)

^c IMPA   (Brazil)

Author keywords

Arbitrary dimensional meshes; Geometric compression; Mesh compression

Indexed keywords

ALGORITHMS; IMAGE CODING; IMAGE RECONSTRUCTION; MATHEMATICAL MODELS; OPTIMIZATION;

ARBITRARY DIMENSIONAL MESHES; GEOMETRIC COMPRESSION; MESH COMPRESSION; NON MANIFOLD MESHES;

IMAGE COMPRESSION;

EID: 33847312221     PISSN: 15301834     EISSN: None     Source Type: Conference Proceeding    
DOI: 10.1109/SIBGRAPI.2005.27     Document Type: Conference Paper

References (26)

1. P. Alliez and M. Desbrun. Valence-Driven Connectivity Encoding of 3D Meshes. In Computer Graphics Forum, pages 480-489, 2001.
2. P. Alliez, É. C. de Verdière, O. Devillers, and M. Isenburg. Isotropic Surface Remeshing. In Shape Modeling, 2003.
3. M. A. Armstrong. Basic topology. McGraw-Hill, 1979.
4. F. Bernardini, J. Mittleman, H. Rushmeier, C. Silva, and G. Taubin. The Ball-Pivoting Algorithm for Surface Reconstruction. Transactions on Visualization and Computer Graphics, 5(4):349-359, 1999.
5. L. M. Blumenthal. Theory and Applications of Distance Geometry. Chelsea, New York, 1970.
6. M. Botsch, A. Wiratanaya, and L. Kobbelt. Efficient high quality rendering of point sampled geometry. In Eurographics workshop on Rendering, pages 53-64, 2002.
7. L. Castelli Aleardi and O. Devillers. Canonical Triangulation of a Graph, with a Coding Application. INRIA, 2004.
8. D. Cohen-Or, R. Cohen, and T. Ironi. Multi-way Geometry Encoding. TAU Tech. Report, 2001.
9. P.-M. Gandoin and O. Devillers. Progressive Lossless Compression of Arbitrary Simplicial Complexes. In Siggraph, volume 21, pages 372-379. ACM, 2002.
10. A. Guéziec, F. Bossen, G. Taubin, and C. Silva. Efficient Compression of Non-Manifold Polygonal Meshes. Computational Geometry, 14(1-3): 137-166, 1999.
11. S. Gumhold, S. Guthe, and W. Stras̈er. Tetrahedral mesh compression with the cut-border machine. In Visualization, pages 51-58. IEEE, 1999.
12. M. Isenburg and P. Alliez. Compressing Hexahedral Volume Meshes. In Pacific Graphics, pages 284-293, 2002.
13. F. Kälberer, K. Polthier, U. Reitebuch, and M. Wardetzky. FreeLence - Coding with free valences. ZIB, 2005.
14. D. King and J. Rossignac. Guaranteed 3.67V Bit Encoding of Planar Triangle Graphs. In Canadian Conference on Computational Geometry, pages 146-149, 1999.
15. H. Lee, M. Desbrun, and P. Schröder. Progressive encoding of complex isosurfaces. Transactions on Graphics, 22(3):471-476, 2003.
16. T. Lewiner, H. Lopes, J. Rossignac, and A. W. Vieira. Efficient Edgebreaker for Surfaces of Arbitrary Topology. In Sibgrapi, pages 218-225, Curitiba, Oct. 2004. IEEE.
17. T. Lewiner, L. Velho, H. Lopes, and V. Mello. Simplicial Isosurface Compression. In Vision, Modeling and Visualization, pages 299-306, Stanford, 2004. IOS Press.
18. H. Lopes, J. Rossignac, A. Safonova, A. Szymczak, and G. Tavares. Edgebreaker: a simple compression for surfaces with handles. In Solid Modeling and Applications, pages 289-296, Saarbrücken, 2002. ACM.
19. E. Medeiros, L. Velho, and H. Lopes. Topological Framework for Advancing Front Triangulations. In Sibgrapi, pages 45-51, São Carlos, Oct. 2003. IEEE.
20. E. Medeiros, L. Velho, and H. Lopes. Restricted BPA: Applying Ball-Pivoting on the Plane. In Sibgrapi, pages 372-379, Curitiba, Oct. 2004. IEEE.
21. J. Rossignac and D. Cardoze. Matchmaker: Manifold BReps for non-manifold r-sets. In Solid Modeling and Applications, pages 31-41. ACM, 1999.
22. J. Rossignac. Edgebreaker: Connectivity compression for triangle meshes. Transactions on Visualization and Computer Graphics, 5(1):47-61, 1999.
23. A. Szymczak and J. Rossignac. Grow & Fold: Compressing the connectivity of tetrahedral meshes. Computer-Aided Design, 32(8/9):527-538, 2000.
24. G. Taubin. BLIC: bi-level isosurface compression. In Visualization, pages 451-458. Boston, 2002. IEEE.
25. G. Taubin and J. Rossignac. Geometric compression through topological surgery. Transactions on Graphics, 17(2):84-115, 1998.
26. C. Touma and C. Gotsman. Triangle Mesh Compression. In Graphics Interface, pages 26-34, 1998.