Adaptive wavelet rendering

ACM Transactions on Graphics

Volumn 28, Issue 5, 2009, Pages

  Overbeck, Ryan S ^a   Donner, Craig ^a   Ramamoorthi, Ravi ^b  

^a Och Spine at New York Presbyterian Hospitals   (United States)

^b UNIVERSITY OF CALIFORNIA   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

ADAPTIVE RENDERING; ADAPTIVE TECHNIQUE; ADAPTIVE WAVELETS; DEPTH OF FIELD; GLOBAL ILLUMINATION; HIGH-DIMENSIONAL INTEGRALS; IMAGE PLANE; IMAGE SPACE; MONTE CARLO; MONTE CARLO INTEGRATION; NUMBER OF SAMPLES; WAVELET APPROXIMATIONS; WAVELET BASIS; WAVELET COEFFICIENTS;

ADAPTIVE ALGORITHMS; INTERACTIVE COMPUTER GRAPHICS; MONTE CARLO METHODS; PIXELS; WAVELET TRANSFORMS;

EDGE DETECTION;

EID: 77749243094     PISSN: 07300301     EISSN: 15577368     Source Type: Journal    
DOI: 10.1145/1661412.1618486     Document Type: Conference Paper

References (34)

1. BAHVALOV, N. S. 1959. On approximate calculation of multiple integrals. Tech. rep., Vestnik Moscow Univ.
2. BALA, K., WALTER, B., AND GREENBERG, D. P. 2003. Combining edges and points for interactive high-quality rendering. ACM TOG (SIGGRAPH 03) 22, 3, 631-640.
3. BOLIN, M. R., AND MEYER, G. W. 1998. A perceptually based adaptive sampling algorithm. In ACM SIGGRAPH 98, 299-310.
4. BOULOS, S., EDWARDS, D., LACEWELL, J. D., KNISS, J., KAUTZ, J., SHIRLEY, P., AND WALD, I. 2007. Packet-based Whitted and Distribution Ray Tracing. In Proc. Graphics Interface, 177-184.
5. CLARBERG, P., JAROSZ, W., AKENINE -MÖLLER, T., AND JENSEN, H. W. 2005. Wavelet Importance Sampling: Efficiently Evaluating Products of Complex Functions. ACM TOG (SIGGRAPH 05) 24, 3, 1166-1175.
6. COHEN, A., DAUBECHIES, I., AND FEAUVEAU, J.-C. 1992. Biorthogonal bases of compactly supported wavelets. Communications on Pure and Applied Mathematics 45, 5, 485-560.
7. DURAND, F., HOLZSCHUCH, N., SOLER, C., CHAN, E., AND SILLION, F. 2005. A frequency analysis of light transport. ACM TOG (SIGGRAPH 05) 24, 3, 1115-1126.
8. EGAN, K., TSENG, Y.-T., HOLZSCHUCH, N., DURAND, F., AND RAMAMOORTHI, R. 2009. Frequency analysis and sheared reconstruction for rendering motion blur. ACM TOG (SIGGRAPH 09) 28, 3, 93.
9. GORTLER, S. J., SCHRÖDER, P., COHEN, M. F., AND HANRAHAN, P. 1993. Wavelet radiosity. In ACM SIGGRAPH 93, 221-230.
10. GUO, B. 1998. Progressive radiance evaluation using directional coherence maps. In ACM SIGGRAPH 98, 255-266.
11. HABER, S. 1969. Stochastic quadrature formulas. Mathematics of Computation 23, 108, 751-764.
12. HACHISUKA, T., JAROSZ, W., WEISTROFFER, R. P., DALE, K., HUMPHREYS, G., ZWICKER, M., AND JENSEN, H. W. 2008. Multidimensional adaptive sampling and reconstruction for ray tracing. ACM TOG (SIGGRAPH 08) 27, 3, 33.
13. HEINRICH, S., AND SINDAMBIWE, E. 1999. Monte Carlo complexity of parametric integration. J. Complex. 15, 3, 317-341.
14. KAJIYA, J. T. 1986. The rendering equation. In ACM SIGGRAPH 86, 143-150.
15. KELLER, A. 2001. Hierarchical Monte Carlo image synthesis. Mathematics and Computers in Simulation 55, 1-3, 79-92.
16. MALLAT, S. 1999. A Wavelet Tour of Signal Processing, Second Edition (Wavelet Analysis & Its Applications). Academic Press.
17. MC COOL, M. D. 1999. Anisotropic diffusion for Monte Carlo noise reduction. ACM TOG 18, 2, 171-194.
18. MEYER, M., AND ANDERSON, J. 2006. Statistical acceleration for animated global illumination. ACM TOG (SIGGRAPH 06) 25, 3, 1075-1080.
19. MITCHELL, D. P. 1987. Generating antialiased images at low sampling densities. In ACM SIGGRAPH 87, 65-72.
20. NG, R., RAMAMOORTHI, R., AND HANRAHAN, P. 2003. Allfrequency shadows using non-linear wavelet lighting approximation. ACM TOG (SIGGRAPH 03) 22, 3, 376-381.
21. OVERBECK, R., RAMAMOORTHI, R., AND MARK, W. R. 2008. Large ray packets for real-time Whitted ray tracing. In IEEE/EG Symp. on Interactive Ray Tracing, 41-48.
22. PERONA, P., AND MALIK, J. 1990. Scale-space and edge detection using anisotropic diffusion. IEEE Trans. Pattern Anal. Mach. Intell. 12, 7, 629-639.
23. PHARR, M., AND HUMPHREYS, G. 2004. Physically Based Rendering: From Theory to Implementation. Morgan Kaufmann Publishers Inc.
24. RESHETOV, A., SOUPIKOV, A., AND HURLEY, J. 2005. Multilevel ray tracing algorithm. ACM TOG (SIGGRAPH 05) 24, 3, 1176-1185.
25. RUSHMEIER, H. E., AND WARD, G. J. 1994. Energy preserving non-linear filters. In ACM SIGGRAPH 94, 131-138.
26. SKODRAS, A., CHRISTOPOULOS, C., AND EBRAHIMI, T. 2001. The JPEG 2000 still image compression standard. IEEE Signal Processing Magazine 18, 5, 36-58.
27. SOLER, C., SUBR, K., DURAND, F., HOLZSCHUCH, N., AND SILLION, F. 2009. Fourier depth of field. ACM TOG 28, 2, 18.
28. STRANG, G., AND NGUYEN, T. 1997. Wavelets and Filter Banks. Wellesley-Cambridge Press.
29. TOMASI, C., AND MANDUCHI, R. 1998. Bilateral filtering for gray and color images. In ICCV 98, 839.
30. VEACH, E., AND GUIBAS, L. J. 1997. Metropolis light transport. In ACM SIGGRAPH 97, 65-76.
31. WALD, I., SLUSALLEK, P., BENTHIN, C., AND WAGNER, M. 2001. Interactive rendering with coherent ray tracing. Computer Graphics Forum (EUROGRAPHICS 01) 20, 3, 153-164.
32. WALTER, B., ARBREE, A., BALA, K., AND GREENBERG, D. P. 2006. Multidimensional lightcuts. ACM TOG (SIGGRAPH 06) 25, 3, 1081-1088.
33. WHITTED, T. 1980. An improved illumination model for shaded display. Commun. ACM 23, 6, 343-349.
34. XU, R., AND PATTANAIK, S. N. 2005. A novel Monte Carlo noise reduction operator. IEEE Comput. Graph. Appl. 25, 2, 31-35.