Multiscale vector volumes
Lvdi Wang, Yizhou Yu, Kun Zhou, Baining Guo
In ACM Transactions on Graphics, 30(6), December 2011.
Abstract: We introduce multiscale vector volumes, a compact vector representation for volumetric objects with complex internal structures spanning a wide range of scales. With our representation, an object is decomposed into components and each component is modeled as an SDF tree, a novel data structure that uses multiple signed distance functions (SDFs) to further decompose the volumetric component into regions. Multiple signed distance functions collectively can represent non-manifold surfaces and deliver a powerful vector representation for complex volumetric features. We use multiscale embedding to combine object components at different scales into one complex volumetric object. As a result, regions with dramatically different scales and complexities can co-exist in an object. To facilitate volumetric object authoring and editing, we have also developed a scripting language and a GUI prototype. With the help of a recursively defined spatial indexing structure, our vector representation supports fast random access, and arbitrary cross sections of complex volumetric objects can be visualized in real time.
Keyword(s): multiscale representations, volumetric modeling
Article URL: http://dx.doi.org/10.1145/2070781.2024201
BibTeX format:
@article{Wang:2011:MVV,
  author = {Lvdi Wang and Yizhou Yu and Kun Zhou and Baining Guo},
  title = {Multiscale vector volumes},
  journal = {ACM Transactions on Graphics},
  volume = {30},
  number = {6},
  pages = {167:1--167:8},
  month = dec,
  year = {2011},
}
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