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Guo, Jerry Jinfeng (author), Eisemann, E. (author)
Numerical integration is fundamental in multiple Monte Carlo rendering problems. We present a sample reweighting scheme, including underlying theory, and analysis of numerical performance for the integration of an unknown one-dimensional function. Our method is simple to implement and builds upon the insight to link the weights to a function...
journal article 2021
document
Dore-Callewaert, T.W.J. (author), Guo, Jerry Jinfeng (author), Harteveld, G.I. (author), Vandivere, Abbie (author), Dik, J. (author), Eisemann, E. (author), Kalkman, J. (author)
We demonstrate multi-scale multi-parameter optical coherence tomography (OCT) imaging and visualization of Johannes Vermeer’s painting Girl with a Pearl Earring. Through automated acquisition, OCT image segmentation, and 3D volume stitching we realize OCT imaging at the scale of an entire painting. This makes it possible to image, with...
journal article 2020
document
Guo, Jerry Jinfeng (author), Eisemann, M. (author), Eisemann, E. (author)
Monte-Carlo rendering requires determining the visibility between scene points as the most common and compute intense operation to establish paths between camera and light source. Unfortunately, many tests reveal occlusions and the corresponding paths do not contribute to the final image. In this work, we present next event estimation++ (NEE++):...
journal article 2020
document
Guo, Jerry Jinfeng (author), Bauszat, P. (author), Bikker, Jacco (author), Eisemann, E. (author)
We present a scheme for unbiased path guiding. Different from existing methods that focus on constructing structures in spatial-directional domain, we work in primary sample space. We collect records containing a few dimensions of random numbers as well as the luminance that the resulting path contributes. A multiple dimensional structure is...
conference paper 2018
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