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200542176571233

于 2005-11-19 发布 文件大小:167KB
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说明:  几何变换,能实现二维图像的平移,旋转和放缩功能。(geometric transformation, 2D images to achieve the translation, rotation and scaling functions.)

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    积分:1
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    2009-07-30 22:53:10下载
    积分:1
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    说明:  中国地图,包含所有地级城市,用vb开发,可进行二次编辑。(Map of China, including all prefecture-level cities, with the vb development, can be secondary editing.)
    2011-02-24 13:05:30下载
    积分:1
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    说明:  这个程序用于在图片中增加各种噪声,如高斯椒盐噪声, 加性或乘性等多种混合噪声,用于其它程序的测试。(This procedure is used to increase the variety of picture noise, such as salt and pepper Gaussian noise, additive or multiplicative noise, such as a mixture for testing other programs.)
    2008-09-30 20:27:39下载
    积分:1
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    鸟瞰图矫正,从倾斜角度矫正成正面图像,实现平面图像的鸟瞰矫正(bird-view,from tilt angel to jiaozheng image)
    2017-08-02 09:22:48下载
    积分:1
  • 2DfastTriangulation
    清华大学本科生课程设计,实现平面点集的三角剖分!用外接圆测试剖分的正确性。算法执行速度较快,但存在狭长三角形!(Tsinghua University undergraduate courses designed to achieve the triangulation of the set of points in the plane! Circumcircle test the correctness of the split. Algorithms perform faster, but there is a long, narrow triangle!)
    2012-09-05 10:47:37下载
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    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
  • 3d_data
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    2016-03-12 21:18:15下载
    积分:1
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    本例描述了在D3D中球形纹理的映射。高级纹理的映射(This example describes the D3D in spherical texture mapping. Advanced texture mapping)
    2009-01-19 15:04:17下载
    积分:1
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