Date: | June 23, 2106 |
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Location: | DC 1331 |
Time: | 11:30 |
Chair: | Christopher Batty |
Date: | June 30, 2016 | July 7, 2016 | July 14, 2016 | July 21, 2016 |
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Location: | DC 1331 11:30 | DC 1331 11:30 | DC 1331 11:30 | DC 1331 11:30 |
Chair: | Bill Cowan |
Xiang Fang |
Leon Nanyi Jian |
Craig Kaplan |
Technical Presentation: | Christopher Batty |
Bill Cowan |
Xiang Fang |
Leon Nanyi Jian |
Omar Zarifi |
Title : Geodesics in Heat
Abstract: Calculus of variations is a powerful tool that is often used in physical sciences. Canonical examples of problems solvable using calculus of variations include the brachistochrone problem (designing a curve between two given points that is traversed the fastest by a particle under the influence of gravity) and Plateau's problem (which involves finding the surface of minimal area given the boundary contour). In this talk, I will provide a brief introduction to calculus of variations and present a relatively recent application of it to finding geodesic distance fields using diffusion of heat. |
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