Optimizing Cubature for Efficient Integration of Subspace Deformations
cs.cornell.edu · 5,688 words · saved by 1 readers
N/A
Optimizing Cubature for Efficient Integration of Subspace Deformations Steven S. An Theodore Kim Doug L. James Cornell University Abstract rials (St. Venant-Kirchhoff) in practice [Barbič and James 2005], or are inaccurate. We propose an efficient scheme for evaluating nonlinear subspace…
saved by
related reading
- Good Vibrations.tifcs.toronto.edu
- Fast Simulation of Mass-Spring Systemsusers.cs.utah.edu
- practicalqmc.pdfartowen.su.domains
- Fast Complementary Dynamicsdgp.toronto.edu
- MECHE PEOPLE: Klaus-Jürgen Bathe | MIT Department of Mechanical Engineeringmeche.mit.edu
- Galerkinfischerp.cs.illinois.edu
- mls.pdfcs.harvard.edu
- A Primer on Bézier Curvespomax.github.io
- Simplicits: Mesh-Free, Geometry-Agnostic, Elastic Simulationresearch.nvidia.com
- Superquadrics Revisited: Learning 3D Shape Parsing beyond Cuboidsarxiv.org
- 531_gems3_ch31.qxds3-ap-southeast-1.amazonaws.com
- Ji-Ha's Blogjiha-kim.github.io