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TZID:Asia/Seoul
X-LIC-LOCATION:Asia/Seoul
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TZOFFSETFROM:+0900
TZOFFSETTO:+0900
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DTSTART:18871231T000000
DTSTART:19881009T020000
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BEGIN:VEVENT
DTSTAMP:20230103T035348Z
LOCATION:Room 325-AB\, Level 3\, West Wing
DTSTART;TZID=Asia/Seoul:20221209T090000
DTEND;TZID=Asia/Seoul:20221209T103000
UID:siggraphasia_SIGGRAPH Asia 2022_sess176@linklings.com
SUMMARY:Solids and Fluids
DESCRIPTION:Technical Communications, Technical Papers, TOG\n\nThe present
 ations will be followed by a 30-min Interactive Discussion Session at Room
  325-CD.\n\nThe Technical Papers program is the premier international foru
 m for disseminating new scholarly work in computer graphics and interactiv
 e techniques. Technical Papers are published as a special issue of ACM Tra
 nsactions on Graphics. In addition to papers selected by the SIGGRAPH Asia
  2022 Technical Papers Jury, the conference presents papers that have been
  published in ACM Transactions on Graphics during the past year. Accepted 
 papers adhere to the highest scientific standards.\n\nThe Technical Commun
 ications program is a premier forum for presenting the latest developments
  and research still in progress. Leading international experts in academia
  and industry present work that showcase actual implementations of researc
 h ideas, works at the crossroads of computer graphics with computer vision
 , machine learning, HCI, VR, CAD, visualization, and many others\n\nVersat
 ile Control of Fluid-Directed Solid Objects Using Multi-Task Reinforcement
  Learning\n\nRen, Ye, Pan, Zhang\n\nWe propose a new fluid control method 
 combining meta reinforcement learning and multi task training, which reali
 ze a versatile fluid-directed solid objects controller that can quickly tr
 ansfer between fluid simulators with different parameters to accomplish se
 ries of sub-tasks by encoding the simula...\n\n---------------------\nA Hy
 brid Boundary Element and Boundary Integral Equation Method for Accurate D
 iffusion Curves\n\nBang, Serkh, Stein, Jacobson\n\nWe propose a boundary-o
 nly method which sample solution directly from the exact spline\nrepresent
 ation of boundary curves using the boundary integral equation method (BIEM
 ), and solve the associated integral equation.\n\n---------------------\nD
 ifferentiable Hybrid Traffic Simulation\n\nSon, Qiao, Sewall, Lin\n\nWe in
 troduce a novel differentiable hybrid traffic simulator, which simulates t
 raffic using a hybrid model of both macroscopic and microscopic models and
  can be directly integrated into a neural network for traffic control and 
 flow optimization. This is the first differentiable traffic simulator for.
 ..\n\n---------------------\nElastoMonolith: A Monolithic Optimization-bas
 ed Liquid Solver for Contact-Aware Elastic-Solid Coupling\n\nTakahashi, Ba
 tty\n\nSimultaneous coupling of diverse physical systems poses significant
  computational challenges in terms of speed, quality, and stability. Rathe
 r than treating all components with a single discretization methodology (e
 .g., smoothed particles, material point method, Eulerian grid, etc.) that 
 is ill-suit...\n\n---------------------\nHydrophobic and Hydrophilic Solid
 -Fluid Interaction\n\nLiu, Wang, Feng, Tang, Le...\n\nWe propose a novel s
 olid-fluid coupling method to capture the subtle hydrophobic and hydrophil
 ic interactions between liquid, solid, and air at their multi-phase juncti
 ons. The key component of our approach is a Lagrangian model that tackles 
 the coupling, evolution, and equilibrium of dynamic contac...\n\n---------
 ------------\nEfficient Neural Style Transfer for Volumetric Simulations\n
 \nAurand, Ortiz, Nauer, C. Azevedo\n\nArtistically controlling fluids has 
 always been a challenging task. Recently, volumetric Neural Style Transfer
  (NST) techniques have been used to artistically manipulate smoke simulati
 on data with 2D images. In this work, we revisit previous volumetric NST t
 echniques for smoke, proposing a suite of ...\n\n---------------------\nMi
 xed Variational Finite Elements for Implicit Simulation of Deformables\n\n
 Trusty, Kaufman, Levin\n\nWe propose and explore a new method for the impl
 icit time integration of elastica. Key to our approach is the use of a mix
 ed variational principle. In turn, its finite element discretization leads
  to an efficient and accurate sequential quadratic programming solver with
  a superset of the desirable p...\n\n\nRegistration Category: FULL ACCESS,
  ON-DEMAND ACCESS\n\nLanguage: ENGLISH\n\nFormat: IN-PERSON, ON-DEMAND
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