Presentation

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7. Spatial Adaptivity for Solving PDEs on Manifolds With the Closest Point Method
SessionPosters: 3D & Geometry
DescriptionWe propose the first framework to enable spatial adaptivity with the closest point method, which provides a more efficient spatial discretization suitable for recent applications of the closest point method in computer graphics, such as fluid simulation [Morgenroth et al. 2020] and geometry processing [King et al. 2024].

INVITED TO THE FIRST ROUND OF THE STUDENT RESEARCH COMPETITION
Contributors
Nathan King
University of Waterloo
Steven Ruuth
Simon Fraser University
Christopher Batty
University of Waterloo
Event Type
Poster
TimeTuesday, 12 August 20259:00am - 5:30pm PDT
LocationWest Building, Level 2, Outside Room 219
Session TimeSunday, 10 August 20259:00am - 5:30pm PDTMonday, 11 August 20259:00am - 5:30pm PDTTuesday, 12 August 20259:00am - 5:30pm PDTWednesday, 13 August 20259:00am - 5:30pm PDTThursday, 14 August 20259:00am - 5:30pm PDT
LocationWest Building, Level 2, Outside Room 219
Registration Categories
Full Conference
Experience
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