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DTSTAMP:20250522T212942Z
LOCATION:Mile High 4
DTSTART;TZID=America/Denver:20240729T113500
DTEND;TZID=America/Denver:20240729T114500
UID:siggraph_SIGGRAPH 2024_sess103_papers_693@linklings.com
SUMMARY:A Differential Monte Carlo Solver for the Poisson Equation
DESCRIPTION:Zihan Yu (University of California Irvine); Lifan Wu (NVIDIA);
  Zhiqian Zhou (University of California Irvine); and Shuang Zhao (Universi
 ty of California Irvine, NVIDIA)\n\nWe introduce a general technique that 
 differentiates solutions to the Poisson equation with Dirichlet boundary c
 onditions. Specifically, we devise a new boundary-integral formulation for
  the derivatives with respect to arbitrary parameters including shapes of 
 the domain. Further, we develop an efficient walk-on-spheres technique bas
 ed on our new formulation.\n\nInterest Area: Research & Education\n\nRecor
 ding: Livestreamed, Recorded\n\nKeyword: Animation, Machine Learning, Rend
 ering\n\nRegistration Category: Full Conference, Full Conference Supporter
 , Virtual Access, Exhibitor Full Conference, Monday\n\nSession Chair: Davi
 d Levin (University of Toronto, NVIDIA)\n\n
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