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graphics-rendering-based-on-matlab
通过MATLAB程序可以很容易的画出三维的图像，让初学者一目了然。(MATLAB program can easily draw a three-dimensional image, so that beginners at a glance.)
- 2013-05-18 09:28:16下载
- 积分：1
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LBP
实现图像纹理特征的提取，并且完成了该项功能(The extraction of image texture features, and completed the)
- 2020-11-15 10:09:41下载
- 积分：1
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soft_matting
计算拉普拉斯抠图矩阵 用于获得轮廓等 很好用(Matting Laplacian matrix calculations used to obtain contour, etc.)
- 2010-12-28 22:50:31下载
- 积分：1
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calibr
本例用matlab实现了三维图形的重建，效果不错(Example matlab realize this with the reconstruction of three-dimensional graphics, good results)
- 2008-06-03 23:28:48下载
- 积分：1
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MouseGraphics
在matlab上实现用鼠标画线的功能，有利于初学matlab图像编程的人(To achieve the matlab draw lines with the mouse functions, help beginners who matlab Graphics Programming)
- 2009-09-08 22:07:38下载
- 积分：1
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graphene
石墨烯的结构编程图,这是费了工作人员很长时间才完成的。(The figures of graphene)
- 2013-09-23 09:09:03下载
- 积分：1
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Voronoi1
Voronoi图是以两点间线段的长度作为距离 ,对平面的一种分割。然而 ,在地理环境中 ,存在着许多自然的或人为的障碍 ,使得从一点到另一点不能直线到达。为了扩大Voronoi图的应用领域 ,本文对传统的Voronoi图进行扩充 ,给出了障碍Voronoi图的定义、性质 ,以及离散生成线段障碍Voronoi图的方法(Voronoi diagram based on the length of line between two points as the distance from a partition of the plane. However, in the geographical environment, there are many natural or man-made obstacles, making from one point to another point of arrival can not be a straight line. In order to expand the area of Voronoi diagram, Voronoi In this paper, the traditional expansion plans, given the obstacles to the definition of Voronoi diagram, the nature of the discrete Voronoi diagram generation segment of the barrier method)
- 2009-07-14 11:02:15下载
- 积分：1
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objectness1
说明： 提取图像中的显著对象部分，就是人视觉感知的主要部分，运行的是demo.m(Extraction of the image part of a significant object is the main part of the human visual perception, running demo.m)
- 2011-04-18 10:36:19下载
- 积分：1
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calcMeshNormals
用于求取三维点云数据的法向量，我的人脸建模就是用的这个，效果很好，但必须保证点云没有重叠的，否则会出现严重错误。(Strike a 3D point cloud data for normal vectors, and my face is to use this model, the effect is very good, but must ensure that there is no overlap of the point cloud, there would be a serious mistake.)
- 2020-07-28 21:48:39下载
- 积分：1
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geompack3
生成voronoi图,生成voronoi 2D图形。(creat voronoi diagram)
- 2017-09-19 14:50:48下载
- 积分：1
