fwilliams / numpyeigen
Fast zero-overhead bindings between NumPy and Eigen
☆139Updated 6 months ago
Alternatives and similar repositories for numpyeigen:
Users that are interested in numpyeigen are comparing it to the libraries listed below
- Python Wrapper for Embree☆90Updated last year
- An easily integrable Cholesky solver on CPU and GPU☆233Updated 3 months ago
- Plot 3D triangle meshes☆151Updated 7 months ago
- Python bindings for TriWild.☆47Updated 2 months ago
- A robust Laplace matrix for general (possibly nonmanifold) triangle meshes, and point clouds [Sharp & Crane SGP 2020]☆135Updated last year
- A collection of utility functions to prototype geometry processing research in python☆224Updated 3 months ago
- Automatic Differentiation in Geometry Processing Made Simple☆385Updated 4 months ago
- 3D Geometry Renderer for Python☆54Updated 4 years ago
- Demo code for "Navigating Intrinsic Triangulations". Sharp, Soliman, and Crane. 2019☆49Updated 8 months ago
- Easy-to-use linear and non-linear solver☆51Updated last month
- Generates high-quality, optimally smooth tangent direction fields on triangle meshes.☆166Updated last year
- Python bindings for Polyscope☆39Updated last month
- ☆21Updated last year
- This is an implementation of the paper "Exact and Efficient Polyhedral Envelope Containment Check". The algorithm conservatively predict…☆56Updated last year
- Python bindings for geogram☆18Updated 4 months ago
- geometry processing and shape analysis framework☆66Updated 3 months ago
- Build high-quality Laplace matrices on meshes and point clouds in Python. Implements [Sharp & Crane SGP 2020].☆222Updated 3 months ago
- ☆39Updated 3 years ago
- A working copy of the code from "A Benchmark for Surface Reconstruction" by Berger et. Al☆52Updated 6 months ago
- A library providing functionality for the geometric processing of polygonal(non-triangular) meshes.☆61Updated 2 weeks ago
- Code examples for automatic differentiation with TinyAD☆28Updated last year
- Python wrapper for NVIDIA OptiX Ray Tracing Engine☆66Updated 6 years ago
- Efficient C++ implementation of mesh-to-mesh and mesh-to-point distance.☆59Updated 6 years ago
- An introductory course intrinsic triangulations for powerful & robust geometry processing --- tutorial code and links.☆128Updated 2 years ago
- Sparse matrix tools extending scipy.sparse, but with incompatible licenses☆164Updated 4 months ago
- Standalone marching cubes implementation and Python bindings☆99Updated last year
- Optimal Oriented Bounding Boxes algorithms☆46Updated 6 years ago
- Gradients/Hessians for optimizing with rotation variables.☆26Updated 2 years ago
- Efficient Eikonal equation solver using CUDA☆91Updated last month
- An example that complies and runs the fast winding number for soups☆71Updated 6 years ago