The Wayback Machine - https://web.archive.org/web/20210918135708/https://github.com/topics/cgal
Here are
56 public repositories
matching this topic...
The public CGAL repository, see the README below
CGA 3D 计算几何算法库 | 3D Compute Geometry Algorithm Library webgl three.js babylon.js等任何库都可以使用
Updated
Sep 15, 2021
JavaScript
🕸️ A Python frontend to CGAL's mesh generators.
Scientific Python Geometric Algorithms Library
Updated
Sep 17, 2021
Jupyter Notebook
Possumwood is a graph-based procedural authoring tool, in concept not dissimilar to popular CG packages like Houdini, Blender or Maya. It is intended to serve as a sandbox for computer graphics algorithms and libraries, providing a user-friendly and coding-free UI for libraries that would otherwise be inaccessible for an average user.
3D city model viewer for Mac
Exact Computation Geometry Framework Based on 'CGAL'
Validation of 3D primitives according to the international standard ISO19107
A C++ geometry processing library
C++ Shape Analysis and Geometry Processing
Updated
Aug 20, 2021
Julia
Minimalistic OpenGL GUI for Viewing 3D Models
Triangulation with CGAL (WIP)
CGAL based FEMs for EIT from segmentation files
C++ and Python utilites for the XC finite element analysis package
Updated
May 20, 2021
CMake
3D Reconstruction and Camera Tracking
COMPAS package for working with CGAL.
Updated
Sep 15, 2021
Python
Updated
Jul 17, 2020
Jupyter Notebook
Project city 3D models. [Prototype]
My solutions for ETH's AlgoLab course.
This is a short astro-physical program showing how to compute the adhesion model, describing the large-scale structure of the Universe, using regular triangulations in CGAL (
www.cgal.org ), as well as using the Convex Hull algorithm present in Python's Scipy.
Updated
Aug 17, 2018
Jupyter Notebook
Updated
Mar 25, 2020
Python
Comparison between the CGAL Surface_mesh_deformation methods and ofxPuppet
Fast Hsv Image Segmentation (FHIS) Library
CAE is a tool for the simulation of rigid bodies and deformable objects.
Simple CAD writen in C++ and QT
Implementation of the Particular Finite Element Method in C++ for 2D/3D flows
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Store data in efficient format for analysis and visualization