-
Updated
Sep 2, 2021 - Go
#
polygons
Here are 119 public repositories matching this topic...
Generate high-quality triangulated and polygonal art from images.
art
go
golang
gui
genetic-algorithm
evolutionary-algorithms
generative-art
polygons
triangles
evolutionary-art
triangula
A compact Android utility for constructing and drawing rounded regular polygons.
-
Updated
Aug 26, 2019 - Java
echarts地图geoJson行政边界数据的实时获取与应用,省市区县多级联动下钻,真正意义的下钻至县级【附最新geoJson文件下载】
-
Updated
Aug 10, 2021 - Vue
A Julia package for calculus with convex sets
calculus
geometry
julia
computational-geometry
convex-hull
lazy-evaluation
polygons
projections
formal-verification
polyhedra
sets
minkowski-sum
reachability-analysis
convex-sets
geometry-algorithms
zonotope
set-propagation
-
Updated
Sep 26, 2021 - Julia
material
animation
texture
finish
mesh
collada
dae
polygons
mesh-import
gltf
sid
3d
3d-graphics
3d-models
3d-engine
3d-importer
3d-exporter
3d-asset
3d-loader
coords-sys
mesh-normals
triangulate-polygons
-
Updated
Sep 15, 2021 - C
A Node.js library for creating map images with markers, polylines, polygons and text.
-
Updated
Sep 20, 2021 - JavaScript
Mathematics library focused on geometry for Multiplatform Kotlin 1.3
kotlin
shapes
geometry
interpolation
matrix
bezier
mathematics
triangulation
geometry2d
vectors
binpacking
clipper
polygons
affine-transformation
funnel
poly2tri
korio
korlibs
-
Updated
Aug 14, 2021 - Kotlin
Implementation for the clipper library in rhino and grasshopper.
c-sharp
boost
rhino
polygon
splines
intersection
spline
grasshopper
clipper
polygons
offsets
apto
minkowski-sums
clipper-library
-
Updated
Jun 15, 2021 - C#
sabre: Spatial Association Between REgionalizations
-
Updated
Jul 18, 2021 - R
Common tools for projects
-
Updated
Jun 9, 2021 - Pascal
-
Updated
Sep 4, 2021 - JavaScript
R package polyclip: a port of the Clipper library for polygon geometry
cran
r
polygon-intersection
polygon-clipping-algorithm
computational-geometry
polygon-union
polygon-offsetting
clipper
polygons
64-bit
minkowski-sum
-
Updated
Aug 21, 2019 - C++
-
Updated
Dec 2, 2020 - Java
Evolutionary Algorithm for the 2D Packing Problem combined with the 0/1 Knapsack Problem (Master Thesis)
python
algorithm
algorithms
optimization
genetic-algorithm
artificial-intelligence
packing-algorithm
genetic-algorithms
polygons
evolutionary-algorithm
packing
knapsack-problem
optimization-algorithms
knapsack
evolutionary
geometric
2d-packing
knapsack01
knapsack-packing
irregular-packing
-
Updated
Jul 29, 2020 - Python
Rendring NEXRAD Data
-
Updated
Sep 24, 2020 - Kotlin
Geospatial primitives and algorithms for Crystal
-
Updated
Jan 16, 2021 - Crystal
Contour polygon creation in Rust (using marching squares algorithm)
-
Updated
Feb 9, 2021 - Rust
A skeleton-based program for Symmetry Detection in 3D Objects.
-
Updated
Aug 30, 2014 - C++
A C# framework that provides utilities for 2D drawing, audio, basic algorithms, and more. Useful for quick prototyping and implementing games and other graphical applications. Heirloom currently is supported on Windows, Linux, and macOS.
-
Updated
Mar 31, 2021 - C#
EscherSketch: an experiment in creating tilings of the hyperbolic plane from Euclidean triangles, similar to Escher's Circle Limit series.
webgl
threejs
geometry
tiling
mathematics
escher
polygons
webgl2
non-euclidean-geometry
hyperbolic-triangles
-
Updated
Aug 13, 2021 - JavaScript
b-butler
commented
Nov 14, 2019
Description
Taking the sum or difference body of two shapes in 2D or 3D would not be difficult to implement and would be a nice feature. This could use duck typing to work with 2D or 3D vectors as well. I would recommend overwriting the __add__
and __sub__
methods of Poly
classes for this.
Tasks
- Create functions to calculate the sum and difference body and wrap results in
Improve this page
Add a description, image, and links to the polygons topic page so that developers can more easily learn about it.
Add this topic to your repo
To associate your repository with the polygons topic, visit your repo's landing page and select "manage topics."
I like to remove clone property. How can I do so?