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hueituchenxudaquan
- 程序的功能： 一、用两种不同算法（DDA法和中点法）画任意直线，输入方式有鼠标取点点法，和对话框输入直线端点法。直线颜色在画线前任意选取。 二、直线的属性控制。可以从对话框中任意输入线宽画直线。还有画虚线的功能，你可以输入虚线中实线部分的长度和空白间隔的长度来画虚线。 三、用两种算法（中点法和正负法）画任意圆。 四、画任意椭圆。画椭圆时限任意取两点确定一矩形，由该矩形确定椭圆的大小。 五、多边形填充。用鼠标取点画任意多边形，可选取任意颜色去填充多边形区域。 六
SHOWBMP.C
- 640*480 256 色 .BMP 文件显示程序，可以浏览、同时显示 4 幅图象，也可以 在屏幕上开一个窗口显示 .BMP 图象，并可以使用上下左右箭头键、PageUp/PageDown、Ctrl+Left、Ctrl+Right键浏览整幅图象，在S3、ATI等VGA卡上 调试通过 实例程序能对任意一个文件进行加密,密码要求用户输入,限8位以内(当然你可以再更改).程序有很好的容错设计-640 * 480256 color. BMP file display program ca
ising_model
- 给出了二次函数的Julia集分形图的概念及逃逸时间算法绘制复杂分形图的基本原理,对Julia集给出了严格的数学定义.逃逸时间算法即取定迭代次数界限N,经N次迭代后,若x点仍在给定的区域内,则认为x是分形A中的点 否则x不是分形A中的点.该算法同样适用于Mandelbrot集、Sierpinski三角形等其他复杂分形图.试验表明,该算法绘制的Julia集分形图准确有效、优美清晰,算法简单实用. -given quadratic function of the Julia set fracta
1c
- We rigorously analyze the dispersion function and the curvature of the dispersion surface of a photonic crystal to explore the fundamental limit of its angular sensitivities. With insight gained from group theory, we fi nd that symmetry indu
svga256
- 在16位dos下显示1280x1024图像的图形程序，采用刷屏技术，刷新率有些低，不过这大概是dos下的极限了。有兴趣的朋友可以来看看。-in 16 1280x1024 dos shown graphic images of procedures used Shuabing technology, some of the low refresh rate, but it is probably dos under the limit. Interested friends can come.
emu_demo.rar
- 岩质边坡极限平衡稳定性分析软件，功能强大,Rock slope stability analysis of limit equilibrium software, a powerful
CCheckList(DCMdisplay).rar
- 列表框顺序显示DICOM图片,DICOM图片数量没有限制,还可选中图片,The order of the list box display DICOM images, DICOM does not limit the number of picture can be selected picture
Gaussiannoise
- 分别用中心极限定理和Box-Muller方法产生高斯噪声-Central limit theorem, respectively, and Box-Muller methods Gaussian noise
game
- 用openGL做的老鼠走迷宫,20秒时间限制。 地图自动生成。-Rat maze to do with openGL. By the way ,the game has 20 seconds limit.Random map generation.
FIVE_CHESS
- 本例程是基于TC环境的下五道棋并有鼠标控制 初始化鼠标并且限制光标的范围 -The routine is based on the environment under TC 5 chess and mouse control to initialize the mouse cursor and to limit the scope of
aboutimagepreoperation
- 用于学习数字图像处理的预处理，有很多基本和经典的图像操作时限，很好的效果。是用vc++编写的。-For the study of digital image processing of pre-treatment, have a lot of basic and classic image operation time limit, good results. Using vc++ are prepared.
BezierCurve2
- 用小线段连接实现bezier curve 的绘制,无控制点数量限制,用鼠标右键可以移动控制点,从而改变bezier curve的形状-to draw bezier curve by using many connected tiny line. it has no limit of the number of the control point. you can also change the position of the control points by using the right m
BezierCurve3
- 可绘制bizier curve, 无控制点数量限制,可用鼠标右键改变控制点位置,从而改变bizier curve的表现.双击鼠标左键可结束绘制.同时也可通过右侧指令修改或结束图像绘制.-to draw bizier curve, no limit of the number of the control points. and you can also change the position of the control points by using the right button of t
shibie
- 基于bp神经网络的车牌识别系统 神经网络部分训练有待提高-The design of intelligent transportation systems for applications such as electronic toll,traffic flow analysis,speed Limit and red light violation enforcement has been attracted an increasing attention from researchers.I
ROIDraw
- 兴趣区域选取，扩展兴趣区选取的功能，不必局限于圆形或方形轮廓落形态-Most ROI Drawing Tools limit you to either drawing a circular ROI or a rectangular ROI perpendicular to the X-Y axis. ROI Draw s primary purpose is to expand upon the drawing of rectangular ROI s by allowing you to d
Astar
- 代码很好的实现了基于a-star的最短路径寻找算法，并可以对寻找的路径有一个限制-Code is a good realization of a-star-based shortest path search algorithms, and can find the path there is a limit
curve
- 实时显示温度及信号曲线的代码，横纵坐标的极限值计算-Real-time display of temperature and the signal curve of the code, horizontal and vertical coordinates of the limit calculation
lvboqisheji
- 设计一个IIR数字低通滤波器， 逼近一组模拟滤波器的指标参数（通带截止频率Wp=2*pi*2000rad/s,阻带边界频率Ws=2*pi*3000rad/s,通带波纹 Rp=3db, 阻带衰减Rs=15db, 采样频率f=10000Hz）； 分别用脉冲响应不变法和双线性变换法实现设计，列出传递函数并描绘模拟和数字滤波器的幅频和相频响应曲线。用上述设计滤波器完成几组给定信号的滤波，证明滤波器的有效性和滤波范围限制.-Design a IIR digital low-pass filter, app
TianqiangLiu_PA2
- 一个3D的手模型，可以实现手指的转动和各个关节的限定。-A 3D hand model, can be achieved and various finger joints limit rotation.
entropy
- The Shannon entropy is a measure of the average information content one is missing when one does not know the value of the random variable. The concept was introduced by Claude E. Shannon in his 1948 paper "A Mathematical Theory of Communication".