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BezierPublish
- Bezier贝赛尔函数集，包括贝赛尔形值点生成函数、贝赛尔控制点反算函数和汇编代码定点数快速生成函数等。-Bezier Bessel function set, including Bessel-value point generating function, Bessel control point anti-count function and compile code set points rapid generating function, etc..
arithmetic.encoding
- 算术编码的应用实例matlab版本 1.可以对字符进行算术编码 2.开头不必制定字符串的大小 3.编码精度高，达到小数点8位以上 4.以函数的形式给出，易于调用和移值实现 5.显示界面人机交互较出色 -arithmetic coding examples of the application of a version of Matlab. Be right characters arithmetic coding 2. Not the beginning de
CPolygonLib
- 一个封装了GPC（经典的多边形逻辑运算的库），并且包含求多边形方向、重心、多边形面积、点与多边形关系的功能-a package of GPC (Polygon classic logic operation of the library), and contains polygon seeking direction and the center, polygon area, point and polygon relations function
Point
- mfc画点的实现，并且有菜单功能，适合初级学社-mfc painting points to achieve, and a menu function, suitable for elementary school social
ArcPartDemo
- 计算圆弧上n个等分点的坐标的函数，及使用示例代码，VC环境，属于二维图形基础算法，加有详细的注释。 输入：圆心,起点,终点,半径,旋转方向,点数量n。 输出：圆弧上n个等分点坐标的数组, 说明：输出的起点序号为0，终点序号为n-1 -Calculate arc n are equally a function of the coordinates of points, and use the sample code, VC environment, belonging to
fft
- The fft.c file is C code for a function to compute the 16 point real Fast Fourier Transform using the split radix algorithm. -The fft.c file is C code for a function to compute the 16 point real Fast Fourier Transform using the split radix algorithm.
tcycle
- 自己写的一个画圆程序，由于看不懂网上的那些画圆算法，自己写了一个，用画点的函数画一个圆，很简单，希望对大家有所帮助 -Writing a drawcircle own procedures, because those who can not read online drawcircle algorithm, himself wrote a one-point function with a painting, draw a circle, it is easy, everyone would
median
- Function realized median filter with irregular mask by using Visual Studio, and OpenCV library. User can define mask by special matrix with unrestricted size N x M, which includes 0 and 1 values. Only 1 values determine which element of neighbor
graphics
- 一个计算机图形学的vc++程序示例.调用画点的函数，用DDA、中点算法画直线和中点算法画圆和椭圆 多边形扫描转换算法和区域填充算法实现-A computer graphics vc++ program examples. Call draw point function with DDA, the midpoint algorithm and the midpoint algorithm to draw lines circle and ellipse polygon scan convers
SIFT_image_mosaic
- 实现SIFT特征点的检测及图像拼接功能，主要在原来作者的基础上添加了显示全部特征点或者只显示重叠区域特征点，能够直接使用-Achieve SIFT feature point detection and image stitching function, mainly on the basis of the original author to add a point or show all the characteristics of overlap only feature points c
GRIDDING_MRI
- 说明：此网格化函数为了避免进行网格点与实际采样点之间的距离运算以及判断， 通过将实际采样点的坐标映射到网格点坐标，网格点的坐标 和其在数据中的[i][j]有简单对应关系，可以由实际采样点 坐标简单得到其卷积范围内的网格点坐标-Descr iption: The function of this grid in order to avoid the grid points and the actual sampling point of the distance between
Graphics
- 一个集成的图形界面的程序，可调用每一次作业子程序。 一、调用画点的函数，用DDA、中点算法画直线和中点算法画圆和椭圆。 二、多边形扫描转换算法和区域填充算法实现（扫描线算法为必做，基于求余运算的边缘填充和边标志算法为任选；基于种子的区域填充采用4连通区域的递归种子填充算法，或扫描线种子填充算法，要求种子点(x,y)可交互输入）。 三、线段裁剪和多边形裁剪算法的动画演示实现。（两种线段裁剪算法和H-S多边形逐边裁剪算法）多边形裁剪算法的动画演示要求先画出一个封闭的多边
in-or-out
- 判断点与多边形关系，考虑了多种方法，并写成函数，遇到调用，可直接调用函数即可-Decision point and polygon relations, considering a variety of methods and written function encounter call, call the function directly can
GandyDraw_MFC
- GandyDraw是图件绘图程序，包括点线面功能，线型，填充，图片的填充等功能-GandyDraw is map drawing program, including the function of point, line and plane, linear, filling, the filling of the picture, and other functions
SplineInterpolation-in-mfc
- 1、将三次样条插值功能封装成CCubicSplineInterpolation类，所采用的是第二类边界条件：在端点的二阶导数值为0. 2、基于对话框设计了使用界面，通过打开文件夹内的test.xls可以载入全部数据，并可利用上述三次样条类进行单点插值和全部插值。 3、经检验，该程序插值结果与matlab中： pp=csape(a,b, second ,[0 0]) result=ppval(pp,x0) 插值结果一致。-1, will be packaged into a cub
BEzier
- Bézier curve生成三次贝塞尔曲线的源代码, 函数ComputeBezier将以控制点cp产生的曲线点填入Point2D结构的数组 调用者必须分配足够的空间以供输出结果——<sizeof(Point2D) numberOfPoints>-Bzier curve cubic Bezier curve generated source code, function ComputeBezier will control point cp curve points to fil
the_coded_point_identify
- 三维扫描系统中标定用编码标志点识别,编码标志点旋转或变换方位后需要识别出对应的点变换到何处，此代码可实现此功能-Three dimensional scanning system calibration using code sign recognition, the coded target rotation or transform range after the need to identify the corresponding transform point where, this c