2022
DOI: 10.1111/cgf.14587
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Automatic Feature Selection for Denoising Volumetric Renderings

Abstract: Figure 1: We propose an automatic feature selection method to find near-optimal auxiliary feature subsets that maximize the denoising quality of neural denoisers. In this figure, we demonstrate our approach by comparing the quality obtained with our automatically selected feature set to not using any volumetric features (KP-V18 [VRM * 18]), or to the hand-crafted feature sets proposed by the authors (DP-H20 [HMES20]). Compared to baseline feature sets, our selected feature sets can lead to much improved result… Show more

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Cited by 3 publications
(2 citation statements)
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“…Recent advances in physically based modeling mainly focus on reducing image noises via producing high-quality Monte Carlo samples [13,79] or neural denoising guided by physically meaningful features [147], simulating complex material appearances such as scratches [128], caustics, and glints [146,135], representing the wave nature of light globally instead of locally [114], or simulating richer domains of natural phenomena. All in all, physically based modeling has achieved great photorealism that was never seen before.…”
Section: Introduction 11 Motivationmentioning
confidence: 99%
“…Recent advances in physically based modeling mainly focus on reducing image noises via producing high-quality Monte Carlo samples [13,79] or neural denoising guided by physically meaningful features [147], simulating complex material appearances such as scratches [128], caustics, and glints [146,135], representing the wave nature of light globally instead of locally [114], or simulating richer domains of natural phenomena. All in all, physically based modeling has achieved great photorealism that was never seen before.…”
Section: Introduction 11 Motivationmentioning
confidence: 99%
“…In surface rendering, the weight contribution is primarily determined by evaluating the directional differences between surfaces using normal information. However, in volumetric rendering, there is no surface normal buffer information to guide the spatial filtering [41]. Therefore, the unique gradient information in volumetric data is utilized to guide the directional contribution of the spatial filtering max(0, ( ) ( )) g g g p g q   =…”
mentioning
confidence: 99%