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DTSTART:19700308T020000
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BEGIN:VEVENT
DTSTAMP:20250522T212943Z
LOCATION:Mile High 3C
DTSTART;TZID=America/Denver:20240729T142000
DTEND;TZID=America/Denver:20240729T143000
UID:siggraph_SIGGRAPH 2024_sess121_papers_133@linklings.com
SUMMARY:Differentiable Geodesic Distance for Intrinsic Minimization on Tri
 angle Meshes
DESCRIPTION:Yue Li, Logan Numerow, Bernhard Thomaszewski, and Stelian Coro
 s (ETH Zürich)\n\nWe present a novel approach for the intrinsic minimizati
 on of distance-based objectives defined on triangle meshes. We demonstrate
  our differentiable geodesic distance framework on geodesic networks and m
 embranes on surfaces, two-way coupling between hosting surface and embedde
 d system, differentiable Voronoi diagrams, and efficient computation of Ka
 rcher means on complex shapes.\n\nInterest Area: Research & Education\n\nR
 ecording: Livestreamed, Recorded\n\nKeyword: Geometry, Modeling\n\nRegistr
 ation Category: Full Conference, Full Conference Supporter, Virtual Access
 , Exhibitor Full Conference, Monday\n\nSession Chair: Jing Ren (ETH)\n\n
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