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21

VVS
1995
IEEE

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A Lipschitz Method for Accelerated Volume Rendering

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A Lipschitz Method for Accelerated Volume Rendering

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Interpolating discrete volume data into a continuous form adapts implicit surface techniques for rendering volumetric iso-surfaces. One such algorithm uses the Lipschitz condition to create an octree representation that accelerates volume rendering. Furthermore, only one preprocessing step is needed to create the Lipschitzoctree representation that accelerates rendering of isosurfaces for any threshold value.

Barton T. Stander, John C. Hart

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Adapts Implicit Surface | Discrete Volume Data | Visualization | Volume Rendering | VVS 1995 |

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Added	26 Aug 2010
Updated	26 Aug 2010
Type	Conference
Year	1995
Where	VVS
Authors	Barton T. Stander, John C. Hart

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