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vc环境下,使用qt编写的一个有关xml文件的读取与显示的小程序,有图形显示...
vc环境下,使用qt编写的一个有关xml文件的读取与显示的小程序,有图形显示-vc environment qt prepared using a xml file to read and display a small procedure, have graphical display
- 2022-03-10 10:57:40下载
- 积分:1
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glut头文件包,这是图像编程基本的头文件,你可以利用vc工具菜单导入即可...
glut头文件包,这是图像编程基本的头文件,你可以利用vc工具菜单导入即可-glut header file package, which is the basic programming of the first image file, you can use the Tools menu to import vc can
- 2023-06-16 10:30:04下载
- 积分:1
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CxImage is a C++ class to load, save, display, transform BMP, JPEG, GIF, PNG, TI...
CxImage is a C++ class to load, save, display, transform BMP, JPEG, GIF, PNG, TIFF, MNG, ICO, PCX, TGA, WMF, WBMP, JBG, J2K images.
- 2023-04-07 14:20:03下载
- 积分:1
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全球定位系统接收器根据经度和纬度坐标,真实
根据GPS接收的经纬坐标,实现实时导航功能-GPS receiver according to the longitude and latitude coordinates, real-time navigation function
- 2022-12-14 13:15:03下载
- 积分:1
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丰富的画图功能,能画直线,圆,长方形,可以旋转,平移,放缩,填充,真的很好,不行你试试vc...
丰富的画图功能,能画直线,圆,长方形,可以旋转,平移,放缩,填充,真的很好,不行你试试vc-Rich drawing capabilities, able to draw a straight line, round, rectangular, you can rotate, pan, zoom, filling, really good, can not you try vc
- 2022-03-14 12:30:52下载
- 积分:1
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7.如何利用掩码位图制作透明图片?这是想提高水平的好例子
7.如何利用掩码位图制作透明图片?这是想提高水平的好例子-7. The use of mask making transparent bitmap picture? This is to raise the level of a good example
- 2022-04-07 19:15:59下载
- 积分:1
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windows GDI graphical programming an example of
windows GDI 图形编程的一个实例-windows GDI graphical programming an example of
- 2022-03-20 12:13:57下载
- 积分:1
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GDI+图形编程源代码,对图形开发者有较高的参考价值,9M多,适合所有.NET编程。...
GDI+图形编程源代码,对图形开发者有较高的参考价值,9M多,适合所有.NET编程。-GDI graphics programming source code for graphics developers have a high reference value, 9M, suitable for all.NET programming.
- 2023-07-12 17:50:05下载
- 积分:1
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使用opengl编写的水流效果 适用于opengl初学者
使用opengl编写的水流效果 适用于opengl初学者-Prepared to use opengl for opengl beginner effects of water
- 2022-03-06 12:30:08下载
- 积分:1
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Chaos (Chaos), the logistic equation X (n) = k* X (n
混沌(Chaos),Logistic方程
X(n) = k*X(n-1)*( 1-X(n-1) ),即二次函数
f(x) = k*x(1-x), 选择适当的常数k,选择初始值 x0,迭代计算:
x1=f(x0), x2=f(x1), x3=f(x2),...,
序列{ Xn }的整体"状态",敏感的依赖于常数k和初始值x0, 序列可能收敛,也可能,"乱七八糟"地振荡--产生混沌Chaos!-Chaos (Chaos), the logistic equation X (n) = k* X (n-1)* (1-X (n-1)), that is quadratic function f (x) = k* x (1-x), the election Optional appropriate constants k, the initial value of options x0, iterative calculation : x1 = f (x0), x2 = f (x), x3 = f (x2 ),..., sequence) (Xn the overall "state" sensitive dependence on constants k and initial value x0, convergent sequence may also possible, "mess" to the oscillation-- have Chaotic Chaos!
- 2022-04-16 20:00:36下载
- 积分:1