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Trim Regions for Online Computation of From-Region Potentially Visible Sets
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Trim Regions for Online Computation of From-Region Potentially Visible Sets

Philip Voglreiter, Bernhard Kerbl, Alexander Weinrauch, Joerg H. Mueller, Thomas Neff, Markus Steinberger, Dieter Schmalstieg
ACM Transactions on Graphics (SIGGRAPH Conference Proceedings) - 2023
Download the publication : Trim_Region_PVS.pdf [2.6Mo]  
For visibility computation, a from-region potentially visible set (PVS) is an established tool in rendering acceleration, but its high computational cost means that a from-region PVS is almost always precomputed. Precomputation restricts the use of PVS to static scenes and leads to high storage cost, in particular, if we need fine-grained regions. For dynamic applications, such as streaming content over a variable-bandwidth network, online PVS computation with configurable region size is required. We address this need with trim regions, a new method for generating from-region PVS for arbitrary scenes in real time. Trim regions perform controlled erosion of object silhouettes in image space, implicitly applying the shrinking theorem known from previous work. Our algorithm is the first that applies automatic shrinking to unconstrained 3D scenes, including non-manifold meshes, and does so in real time using an efficient GPU execution model. We demonstrate that our algorithm generates a tight PVS for complex scenes and outperforms previous online methods for from-viewpoint and from-region PVS. It runs at 60 Hz for realistic game scenes consisting of millions of triangles and computes PVS with tightness matching or surpassing existing approaches.

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BibTex references

@Article{VKWMNSS23,
  author       = "Voglreiter, Philip and Kerbl, Bernhard and Weinrauch, Alexander and Mueller, Joerg H. and Neff, Thomas and Steinberger, Markus and Schmalstieg, Dieter",
  title        = "Trim Regions for Online Computation of From-Region Potentially Visible Sets",
  journal      = "ACM Transactions on Graphics (SIGGRAPH Conference Proceedings)",
  year         = "2023",
  url          = "http://www-sop.inria.fr/reves/Basilic/2023/VKWMNSS23"
}

Other publications in the database

» Bernhard Kerbl