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  1. IEEE Symposium on Volume Visualization, VV.
  2. 2000 IEEE Symposium on Volume Visualization (VV 2000)
  3. Time Critical Isosurface Refinement and Smoothing
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2000 IEEE Symposium on Volume Visualization (VV 2000)
Level-of-Detail Volume Rendering via 3D Textures
Gigabyte Volume Viewing Using Split Software/Hardware Interpolation
Reducing Aliasing Artifacts in Iso-Surfaces of Binary Volumes
Time Critical Isosurface Refinement and Smoothing
Fast CSG Voxelization by Frame Buffer Pixel Mapping
Volume Scene Graphs
Shape-Based Volumetric Collision Detection
Accelerating Volume Rendering with Quantized Voxels
The ULTRAVIS System
A Practical Evaluation of Popular Volume Rendering Algorithms
ZSWEEP: An Efficient and Exact Projection Algorithm for Unstructured Volume Rendering
Mastering Windows: Improving Reconstruction
Volumetric Backprojection
Accelerating Time-Varying Hardware Volume Rendering Using TSP Trees and Color-Based Error Metrics
4D Volume Rendering with the Shear Warp Factorisation

Time Critical Isosurface Refinement and Smoothing

Content Provider IEEE Xplore Digital Library
Author Bajaj, C. L. Pascucci, V.
Copyright Year 2000
Abstract Multi-resolution data-structures and algorithms are key in Visualization to achieve real-time interaction with large data-sets. Research has been primarily focused on the off-line construction of such representations mostly using decimation schemes. Drawbacks of this class of approaches include: (i) the inability to maintain interactivity when the displayed surface changes frequently, (ii) inability to control the global geometry of the embedding (no self-intersections) of any approximated level of detail of the output surface. In this paper we introduce a technique for on-line construction and smoothing of progressive isosurfaces (see Figure 1). Our hybrid approach combines the flexibility of a progressive multi-resolution representation with the advantages of a recursive subdivision scheme. Our main contributions are: (i) a progressive algorithm that builds a multi-resolution surface by successive refinements so that a coarse representation of the output is generated as soon as a coarse representation of the input is provided, (ii) application of the same scheme to smooth the surface by means of a 3D recursive subdivision rule, (iii) a multi-resolution representation where any adaptively selected level of detail surface is guaranteed to be free of self-intersections.
Starting Page 33
Ending Page 42
File Size 470537
Page Count 10
File Format PDF
ISBN 1581133081
DOI 10.1109/VV.2000.10013
Language English
Publisher Institute of Electrical and Electronics Engineers, Inc. (IEEE)
Publisher Date 2000-10-09
Publisher Place USA
Access Restriction Subscribed
Rights Holder Institute of Electrical and Electronics Engineers, Inc. (IEEE)
Subject Keyword Visualization Solid modeling Smoothing methods progressive algorithms Laboratories multi-resolution data structures Displays Multiresolution analysis smooth isosurfaces recursive subdivision Surface reconstruction Runtime consistent embedding Energy resolution Isosurfaces
Content Type Text
Resource Type Article
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