搜索资源列表
多边形内点
- 详细用法请看文件说明,该程序用matlab编写,挂用vc++编译器编译而成,程序用途:找出在任意多变形内的象素点-detailed document indicates that the procedures used to prepare Matlab, linked with vc + + compiler compiler which, procedures purposes : to identify more arbitrary deformation within the pixel
BaseGraph
- 实现在文本区域内的画点与画线功能,响应键盘信息,通用DLL使用!-text in the region to achieve the painting point line drawing functions, in response to keyboard information, the use of generic DLL!
jisuanjituxing
- 根据多边形区域的填充原理可以推广到圆域的填充,由于圆的特殊属性,即可根据任何欲填充的像素点与圆心的距离是否大于或小于半径来判断是否在圆内或圆外,具体实现程序如下; 利用中点画圆算法实现边界程序: void CArea_FillData::MidpointCircle(int xc, int yc, int r, int color) {//画八分之一的圆 int x,y,d x=0 y=r d=1-r WholeCircle(xc,yc,x,y,color
vb+surfer
- vb调用surfer主要程序 用克立格法将资料内插到格点上 生成一个空白的绘图页 生成一个等值线图 -vb call surfer main proceeding with kriging information grid within stabbing a generation gap on the field Generating a map page contour map
chen1
- 五角星的直充程序,将五角星内的点按行自动直充。
判断点是否在区域内
- 判断点是否在区域内.rar-The codes give the function of judge if a point is in the Region, witch you are cared.
inshape
- 判断point与rgn关系的小程序,如果点在四边形内则画星,并统计。-judgment point CMN relations with the small programs, if the point is within the quadrilateral-painting, and statistics.
WebEdit
- 在浏览器内实现了点、线、面的编辑(增加、删除、修改、移动等),使用java面向对象类派生方法设计。-the browser within a point, line, surface editing (add, delete, modify, mobile), the use of java object-oriented design methodology derived class.
uCGUI V3.90 For Skyeye
- uCGUI V3.90 Porting 于 Skyeye 上,可直接点选 Skyeye.exe 模拟 uCGUI 的执行状态显示于 PC 机上,内附 uCGUI V3.90 源代码.
zhengliubianxing
- Matlab实现,可以画任意中心任意边长的正六边形,并在正六边形内随机撒点-Matlab for any regular hexagon randomly scattered points
判断点是否在区域内!
- 判断点是否在区域内!-whether a judge in the region!
ScanLineSeedFill
- 4连通内点定义区域的scan line seed fill algorithm-4-connected region interior-point definition of scan line seed fill algorithm
rr
- 在圆形范围内点击移动鼠标就能重新画一个圆。-Click within the circle can move the mouse to re-draw a circle.
DrawCosCurve
- 在屏幕上用‘*‘横向显示0~360度的cos(x)曲线。此题关键在于余弦曲 线在0~360度的范围内,一行要显示两个点。考虑到cos的对称性,将屏幕的行方向定义为x,列方向定义为y,则0~180度的图形是左右对称的。若将图形的总宽度定义为62列,计算出x行0~180度时y点的坐标m,那么在同一行与之对称的180~360度的y点的坐标就应为62-m。程序中利用反余弦函数acos计算坐标(x,y)的对应关系。 -On the screen using the ' *' hori
mytest--25
- 最基础的图形填充,即通过判断点是否在多边形内,来决定是否填充该像素-The most basic graphics fill, namely, by judging whether a polygon, to decide whether to fill the pixel
hduobianxing
- 判断点在多边形内,射线与多边形交点奇数个为内,-Determine the point in polygon
parzen
- Parzen窗估计法是一种非参数函数估计方法,它能够较好地描述多维数据的分布状态。其基本思想就是利用一定范围内各点密度的平均值对总体密度函数进行估计。-Parzen window estimation method is a nonparametric function estimation method, which can describe the distribution of multi-dimensional data. The basic idea is to use the ave
ym_vb-constraint_mouse_hicode
- VB鼠标坐标点获取,XY坐标信息,随着鼠标的移动,XY坐标会分别显示在程序窗口的方框内,并可限制鼠标只在本窗口的范围内移动。-VB point obtaining mouse coordinates, XY coordinate information, with the movement of the mouse, XY coordinates will show in the box of the program window, and can restrict mouse movement