bizoffermark / neural_wosLinks
Neural Walk-on-Spheres
☆21Updated last year
Alternatives and similar repositories for neural_wos
Users that are interested in neural_wos are comparing it to the libraries listed below
Sorting:
- Code for paper "Implicit Neural Spatial Representations for Time-dependent PDEs", ICML 2023☆47Updated last year
- A Differential Monte Carlo Solver For the Poisson Equation☆22Updated last year
- ☆63Updated 2 years ago
- Code for paper "Trust-Region Eigenvalue Filtering for Projected Newton", SIGGRAPH Asia 2024☆19Updated last year
- Tutorial and resources for grid-free Monte Carlo methods for physics simulation☆27Updated last month
- Guaranteed Conservation of Momentum for Learning Particle-based Fluid Dynamics (NeurIPS '22)☆59Updated last year
- ☆40Updated last year
- ☆47Updated last year
- Cpp and python code for our SIGGRPAH Asia 2023 paper Neural Metamaterial Network for Nonlinear Material Design☆25Updated last year
- [ICML 2023] Learning Neural Constitutive Laws from Motion Observations for Generalizable PDE Dynamics☆133Updated 2 years ago
- ☆17Updated last year
- Based on "Monte Carlo Geometry Processing: A Grid-Free Approach to PDE-Based Methods on Volumetric Domains"☆13Updated 4 years ago
- ☆22Updated 4 months ago
- Differentiable Material Point Method☆38Updated 2 years ago
- Geometry processing utilities compatible with jax for autodifferentiation.☆90Updated 2 years ago
- ☆24Updated 5 months ago
- ☆24Updated 2 years ago
- Masonry Shell Structures with Discrete Equivalence Classes (Siggraph 2023 Journal Track Paper)☆13Updated last year
- ☆16Updated 7 months ago
- ☆28Updated 3 months ago
- Repository for SIGGRAPH 2023 paper "A Fast Geometric Multigrid Method for Curved Surfaces"☆68Updated 8 months ago
- Bidirectional WoS☆18Updated last month
- ☆15Updated 2 years ago
- Geometry processing research tutorial in python - as presented at SGP 2024.☆55Updated 3 months ago
- ☆18Updated 4 years ago
- Experimental codebase for Differential Walk on Spheres.☆36Updated last year
- Signed distance field computation using 1-Lipschitz neural networks - Pytorch implementation☆23Updated 5 months ago
- Efficient Eikonal equation solver using CUDA☆101Updated last month
- Reimplementation of Learning Mesh-based Simulation With Graph Networks☆44Updated 4 years ago
- Source code for serveral papers on discrete Laplace operators on general polygons and polyhedral meshes☆41Updated last year