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SURE-based optimization for adaptive sampling and reconstruction

By Tzu-mao Li, Yu-ting Wu and Yung-yu Chuang

Abstract

Figure 1: Comparisons between greedy error minimization (GEM) [Rousselle et al. 2011] and our SURE-based filtering. With SURE, we are able to use kernels (cross bilateral filters in this case) that are more effective than GEM’s isotropic Gassians. Thus, our approach better adapts to anisotropic features (such as the motion blur pattern due to the motion of the airplane) and preserves scene details (such as the textures on the floor and curtains). The kernels of both methods are visualized for comparison. We apply Stein’s Unbiased Risk Estimator (SURE) to adaptive sampling and reconstruction to reduce noise in Monte Carlo rendering. SURE is a general unbiased estimator for mean squared error (MSE) in statistics. With SURE, we are able to estimate error for an arbitrary reconstruction kernel, enabling us to use more effective kernels rather than being restricted to the symmetric ones used in previous work. It also allows us to allocate more samples to areas with higher estimated MSE. Adaptive sampling and reconstruction can therefore be processed within an optimization framework. We also propose an efficient and memory-friendly approach to reduce the impact of noisy geometry features where there is depth of field or motion blur. Experiments show that our method produces images with less noise and crisper details than previous methods

Topics: CR Categories, I.3.7 [Computer Graphics, Three-Dimensional Graphics and Realism—RayTracing. Keywords, Sampling, reconstruction, ray tracing, cross bilateral filter, Stein’s unbiased risk estimator (SURE). Links, DL PDF WEB
Year: 2011
OAI identifier: oai:CiteSeerX.psu:10.1.1.352.2990
Provided by: CiteSeerX
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