Contributors: View
David Ebert

| Contributions | 2 |
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| Affiliation | Purdue University, West Lafayette |
| Web Site | http://dynamo.ecn.purdue.edu/~ebertd/ |
| Biography | David Ebert is an Associate Professor in the School of Electrical Engineering at Purdue University and received his Ph.D. from the Computer Science and Engineering Department at The Ohio State University in 1991. His research interests are scientific, medical, and information visualization, computer graphics, animation, and procedural techniques. Dr. Ebert performs research in volume rendering, illustrative visualization, minimally-immersive visualization, realistic rendering, procedural texturing, modeling, and animation, and modeling natural phenomena. Ebert has been very active in the graphics community, teaching courses, presenting papers, chairing the ACM SIGGRAPH 97 Sketches program, co-chairing the IEEE Visualization '98 and '99 Papers program, serving on the ACM SIGGRAPH Executive Committee and serving as Editor-in-Chief for IEEE Transactions on Visualization and Computer Graphics. Ebert is also editor and co-author of the seminal text on procedural techniques in computer graphics, Texturing and Modeling: A Procedural Approach, whose third edition was published in December 2003. |
Contributions
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Is Seeing Believing? How to Think Visually and Analyze with Both Your Eyes and Brain
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Usage Stats Last 12 Months: updated 01 May, 2008 Users: 206 Reviews & Citations Google/IEEE Avg. Review: Citations: 0
26 Mar. 2007 | Online Presentations | Contributor(s): David Ebert
In this talk, I will cover the basic techniques for visualization, some of the tools available, and how to NOT miscommunicate information from your visualizations.
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Quantum Dot Lab
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Usage Stats Last 12 Months: Updated 16 May, 2008 more › Users: 534 Jobs: 5270 Avg. exec. time: 12 secs Reviews & Citations Google/IEEE: updated 08 Feb, 2008 Avg. Review: Citations: 8
12 Nov. 2005 | Tools | Contributor(s): Gerhard Klimeck, Matteo Mannino, Michael McLennan, Wei Qiao, David Ebert
Simulate 3-D confined states in simple quantum dot geometries