Presentation

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A Closest Point Method for PDEs on Manifolds with Interior Boundary Conditions for Geometry Processing
SessionWhat's the Point?
DescriptionGeometry processing often requires the solution of PDEs with boundary conditions on the manifold’s interior. However, input manifolds can take many forms, each requiring specialized discretizations. Instead, we develop a unified framework for general manifold representations by extending the closest point method to handle interior boundary conditions.
Authors
Nathan King
University of Waterloo
Haozhe Su
LightSpeed Studios
Mridul Aanjaneya
Rutgers University
Steven Ruuth
Simon Fraser University
Christopher Batty
University of Waterloo
Presenter
Nathan King
University of Waterloo
Event Type
Technical Paper
TimeMonday, 11 August 202510:55am - 11:05am PDT
LocationWest Building, Rooms 211-214
Session Time & Location
Sunday, 10 August 20256:00pm - 8:45pm PDTWest Building, Ballroom AB
Monday, 11 August 202510:45am - 12:15pm PDTWest Building, Rooms 211-214
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