M.L. Molenaar
5 records found
1
Sparse Voxel Directed Acyclic Graphs (SVDAGs) have proven to be an efficient data structure for storing sparse binary voxel scenes. The SVDAG exploits repeating geometric patterns; which can be improved when considering mirror symmetries. We extend the previous work by providing
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Despite the exponential growth in computational power, displaying highly detailed scenes remains challenging due to memory and performance limitations. One method of representing scenes is using voxels; the tiny cubic cells of a regular grid. In this dissertation, we are concerne
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A Sparse Voxel Directed Acyclic Graph (SVDAG) is an efficient representation to display and store a highly-detailed voxel representation in a very compact data structure. Yet, editing such a high-resolution scene in real-time is challenging. Existing solutions are hybrid, involvi
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Sparse Voxel Directed Acyclic Graphs (SVDAGs) are an efficient solution for storing high-resolution voxel geometry. Recently, algorithms for the interactive modification of SVDAGs have been proposed that maintain the compressed geometric representation. Nevertheless, voxel attrib
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We present a method for improving batched ray traversal as was presented by Pharr et al. [PKGH97]. We propose to use conservative proxy geometry to more accurately determine whether a ray has a possibility of hitting any geometry that is stored
on disk. This prevents unnecessary
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