搜索资源列表
VoronoiDiagrams
- Voronoi Diagrams 1Partially supported by the Deutsche Forschungsgemeinschaft, grant Kl 655 2-2.
uuu
- Java生成Voronoi图 (1)产生二维空间随机种子(数量预设) (2)对种子膨胀,直至空间结点全部被标记 (2.1)标记归属与距离值 (2.2)并记录上下次膨胀结点 (3)扫描二维空间结点,找出距结点 (4)在控件上给出种子与Voronoi图 -Voronoi diagram generation Java (1) generate a random seed of two-dimensional space (the number of default) (2
voro_0.2.7
- 国外的一个支持三维VORONOI建模的工具源码，好东西大家分享！-Abroad to support three-dimensional modeling tool VORONOI source, good things to share!
Voronoi
- 2 dimension Voronoi diagram
libvoronoi-0.2.tar
- Voronoi graph 学习的资料，便于大家快速利用此库实现自己的代码。-Voronoi graph of information to learn, easy to use this library you quickly realize their own code.
VoronoiTest
- voronoi 2D可以生成2维的计算图形。-this is about voronoi 2D,
voronoi-2
- 可以实现2维的voronoi结构图的计算。-this progrom is about the 2D voronoi.
qhull-2012.1
- Qhull computes the convex hull, Delaunay triangulation, Voronoi diagram, halfspace intersection about a point, furthest-site Delaunay triangulation, and furthest-site Voronoi diagram. The source code runs in 2-d, 3-d, 4-d, and higher dimensions. Qhul
src
- How to use the ordinary Voronoi partition generator. The m-files also have their own help documentation that you can view in Matlab. This code creates a bounding polygon that is a square. Then it randomly creates 10 points and then creates and
voronoi
- Voronoi Diagram算法实现主要运用分治法和凸包的方法来实现。 分治法： 1) 该问题的规模缩小到一定的程度就可以容易地解决 2) 该问题可以分解为若干个规模较小的相同问题，即该问题具有最优子结构性质。 3) 利用该问题分解出的子问题的解可以合并为该问题的解； 4) 该问题所分解出的各个子问题是相互独立的，即子问题之间不包含公共的子问题。 -Voronoi Diagram algorithm is mainly using the method of pa
new--2
- 维诺图 分治法 特别的实现方法 速度为n的平方及-Voronoi
qhull-2015.2
- 最新版的qhull 用于快速实现三维凸包,并且有Delaunay三角化，半平面交，voronoi图。programs.-a 3D quickhull program，and has delaunay triagulation,half intersection,voronoi
matlab-voronoi-2
- 不仅利用程序编写除了voronoi图像，而且还利用程序输出voronoi图顶点坐标信息(Not only is the program written in addition to the Voronoi image, but also the program uses output Voronoi graph vertex coordinate information)
Qhull-2019.1
- Qhull computes the convex hull, Delaunay triangulation, Voronoi diagram, halfspace intersection about a point, furthest-site Delaunay triangulation, and furthest-site Voronoi diagram. It runs in 2-d, 3-d, 4-d, and higher dimensions. It implements the
VoronoiCells2D
- 该插件用于快速生成2维VORONOI图 请将文件解压到C盘-用户-abaqus_plugins文件夹下(This plug-in is used to generate 2D Voronoi graph quickly Please unzip the file to the C disk user ABAQUS plugins folder)