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Capturing Surfaces with Differential Forms
Stephanie Wang
Department of Computer Science & Engineering, UC San Diego
Abstract:
The exterior calculus of differential forms have been an important tool in solving PDEs in geometry processing. In this talk we expand the usage of differential forms to a whole new way of representing curves and surfaces. By doing so we are able to reformulate the classical nonconvex Plateau minimal surface problem into a convex optimization problem. The work is in progress, so please do not distribute.
Tuesday, January 12, 2021
11:00AM Zoom Meeting ID: 950 6794 9984
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Directors:
Randolph E. Bank
Philip E. Gill
Michael Holst
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Randolph E. Bank
Philip E. Gill
Michael Holst
Administrative Contact:
[ Click to Send Email ]
Stephanie Wang
Department of Computer Science & Engineering, UC San Diego
Abstract:
The exterior calculus of differential forms have been an important tool in solving PDEs in geometry processing. In this talk we expand the usage of differential forms to a whole new way of representing curves and surfaces. By doing so we are able to reformulate the classical nonconvex Plateau minimal surface problem into a convex optimization problem. The work is in progress, so please do not distribute.
Tuesday, January 12, 2021
11:00AM Zoom Meeting ID: 950 6794 9984