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floyd最短路径算法的实现.方便使用.值得阅读.
floyd最短路径算法的实现.方便使用.值得阅读.-floyd shortest path algorithm. easy to use. worth reading.
- 2022-04-29 05:31:39下载
- 积分:1
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opengl场景管理程序源代码,来自www.physdev.com
opengl场景管理程序源代码,来自www.physdev.com-opengl scene management program source code, from www.physdev.com
- 2022-03-01 23:07:31下载
- 积分:1
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自己编的小程序,还不完善,请大家多多指教,谢谢呵!
自己编的小程序,还不完善,请大家多多指教,谢谢呵!-own small addendum to the procedure is not perfect, please exhibitions, thank ha!
- 2022-11-28 09:45:03下载
- 积分:1
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绘图技术,个人感觉很不错,有绘各种复杂曲线的例子等
绘图技术,个人感觉很不错,有绘各种复杂曲线的例子等-Graphics technology, personal feeling is pretty good, there are painted all kinds of complicated examples, such as curve
- 2023-05-07 02:25:02下载
- 积分:1
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灵感编程源代码等
灵感编程源代码等-inspiration programming source code, etc.
- 2022-09-16 16:15:04下载
- 积分:1
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本实验实现RGB颜色与HLS颜色的相互转换;在此实验中,定义了函数void HSLtoRGB(UINT hue, UINT sat, UINT light, B...
本实验实现RGB颜色与HLS颜色的相互转换;在此实验中,定义了函数void HSLtoRGB(UINT hue, UINT sat, UINT light, BYTE &r, BYTE &g, BYTE &b)实现HSL向RGB转换;void CPaletteDlg::RGBtoHSL(BYTE r, BYTE g, BYTE b, UINT &hue, UINT &sat, UINT
&light)实现RGB向HSL转换-Experimental realization of the RGB and HLS color color conversion in this experiment, the definition of the function void HSLtoRGB (UINT hue, UINT sat, UINT light, BYTE & r, BYTE & g, BYTE & b) the realization of HSL to RGB conversion void CPaletteDlg: : RGBtoHSL (BYTE r, BYTE g, BYTE b, UINT & hue, UINT & sat, UINT & light) to achieve conversion RGB to HSL
- 2023-04-19 04:00:05下载
- 积分:1
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把BMP格式的图象转成JPG形式的图象的软件的源代码!
把BMP格式的图象转成JPG形式的图象的软件的源代码!-The code can transfer the BMP image to JPG image
- 2022-11-11 07:25:03下载
- 积分:1
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cvMatchShapes方法进行轮廓匹配
资源描述利用OpenCV自带的cvMatchShapes方法进行轮廓匹配。可手动设置输入的两幅图像。程序中有对程序的注释和关键逻辑步骤的解释,该程序为轮廓匹配方法提供一定的思路,需要VC6.0+OpenCV_1.0
- 2023-05-14 01:35:04下载
- 积分:1
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使用D3D从OBJ读取模型,代码由VC写成
读取后通过MESH建模
使用D3D从OBJ读取模型,代码由VC写成
读取后通过MESH建模-Use D3D read from the OBJ model, code written by the VC after reading through the MESH Modeling
- 2023-01-10 16:25:03下载
- 积分:1
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在加权的有向图中,可以求出最大流路径,即求出从起点到终点权值之和最大的路径。...
在加权的有向图中,可以求出最大流路径,即求出从起点到终点权值之和最大的路径。-In weighted directed graph, we can derive maximum flow path, that is derived from the point of origin to their destination and the largest weight of the path.
- 2022-05-20 07:30:51下载
- 积分:1