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Jason D. Williams | Home

Jason D. Williams. I received my Ph.D. in computer science from the Georgia Institute of Technology, advised by. My research combines geometry and computing, focusing on shape deformation, reconstruction, and analysis. It draws on the fields of solid modeling, differential geometry, topology, computational geometry, computer graphics, and mathematical morphology. My dissertation defines a convex hull generalization called the. My past projects include. 2013 Jason Daniel Williams.

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Jason D. Williams | Home | rationalgraph.org Reviews
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Jason D. Williams. I received my Ph.D. in computer science from the Georgia Institute of Technology, advised by. My research combines geometry and computing, focusing on shape deformation, reconstruction, and analysis. It draws on the fields of solid modeling, differential geometry, topology, computational geometry, computer graphics, and mathematical morphology. My dissertation defines a convex hull generalization called the. My past projects include. 2013 Jason Daniel Williams.
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6 tight blend
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Jason D. Williams | Home | rationalgraph.org Reviews

https://rationalgraph.org

Jason D. Williams. I received my Ph.D. in computer science from the Georgia Institute of Technology, advised by. My research combines geometry and computing, focusing on shape deformation, reconstruction, and analysis. It draws on the fields of solid modeling, differential geometry, topology, computational geometry, computer graphics, and mathematical morphology. My dissertation defines a convex hull generalization called the. My past projects include. 2013 Jason Daniel Williams.

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Jason D. Williams | Thesis

http://www.rationalgraph.org/Thesis/page1.html

Jason D. Williams. TIGHTENING AND BLENDING SUBJECT TO SET-THEORETIC CONSTRAINTS. 5/14/2012, 27 MB). 5/14/2012, 3 MB). 11/28/2011, 10.9 MB). 12/6/2011, 9.5 MB). Ldquo;By contrast, tightening uses mean curvature flow to minimize the measure of the boundary separating the opening of the interior of the closed input set from the opening of its complement, guaranteeing a mean curvature bound.”. In the Summary of my dissertation on page xvii should instead be. 5/17/2012, 27 MB). 5/26/2012, 27 MB).

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Jason D. Williams | Home

http://www.rationalgraph.org/index.html

Jason D. Williams. I received my Ph.D. in computer science from the Georgia Institute of Technology, advised by. My research combines geometry and computing, focusing on shape deformation, reconstruction, and analysis. It draws on the fields of solid modeling, differential geometry, topology, computational geometry, computer graphics, and mathematical morphology. My dissertation defines a convex hull generalization called the. My past projects include. 2013 Jason Daniel Williams.

3

Jason D. Williams | Vita

http://www.rationalgraph.org/Vita/Vita.html

Jason D. Williams. I was born in Shreveport, Louisiana in 1977. After graduating from. And I graduated in 2012. 2013 Jason Daniel Williams.

4

Jason D. Williams | Projects

http://www.rationalgraph.org/Projects/Projects.html

Jason D. Williams. Tightening maps a set to a similar set whose boundary has bounded mean curvature. My work on tightening grew out of a desire to map an input set to an output that is morphologically. Regular, meaning that both its interior and exterior can be expressed as unions of open balls of radius. While the interior of its boundary is empty. Tightening achieves the same mean curvature bound as morphological regularization, and it behaves symmetrically with respect to set complement. The goal of t...

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Jason D. Williams | Home

Jason D. Williams. I received my Ph.D. in computer science from the Georgia Institute of Technology, advised by. My research combines geometry and computing, focusing on shape deformation, reconstruction, and analysis. It draws on the fields of solid modeling, differential geometry, topology, computational geometry, computer graphics, and mathematical morphology. My dissertation defines a convex hull generalization called the. My past projects include. 2013 Jason Daniel Williams.

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