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Browse by: INVENTOR PATENT HOLDER PATENT NUMBER DATE
 
 
Inventor:
Luebke; David Patrick
Address:
Charlottesville, VA
No. of patents:
5
Patents:












Patent Number Title Of Patent Date Issued
8570634 Image processing of an incoming light field using a spatial light modulator October 29, 2013
A method, computer-usable medium and a system for varying an incoming light field are disclosed. Embodiments provide mechanisms for performing image processing on an incoming light field using a spatial light modulator which is adjusted based upon characteristics of the incoming ligh
8289324 System, method, and computer program product for spatial hierarchy traversal October 16, 2012
A system, method, and computer program product are provided for spatial hierarchy traversal. In operation, a spatial hierarchy is traversed for ray tracing. Additionally, a number of nodes traversed in each of a plurality of levels of the spatial hierarchy is stored.
8212816 System, method, and computer program product for parallel ray tracing traversal and intersection July 3, 2012
A system, method, and computer program product are provided for parallel ray tracing traversal and intersection utilizing a single instruction multiple data (SIMD) processing architecture. In operation, a ray tracing traversal operation is performed utilizing one or more processing e
8072460 System, method, and computer program product for generating a ray tracing data structure utilizi December 6, 2011
A system, method, and computer program product are provided for generating a ray tracing data structure utilizing a parallel processor architecture. In operation, a global set of data is received. Additionally, a data structure is generated utilizing a parallel processor architecture
8064726 Apparatus and method for approximating a convolution function utilizing a sum of gaussian functi November 22, 2011
An apparatus and method are provided for approximating a convolution function (e.g. a diffusion profile, etc.) utilizing a sum of Gaussian functions. In use, results of a plurality of Gaussian functions are calculated. The results of the Gaussian functions are further summed. To this










 
 
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