讨论函数序列{fn(x)是一列单调函数} fn(x)是一列单调函数=nxe^(-nx),n=1,2,...在下述区间的一致收敛

opencv2对直方图的求解以及描述
这里用类的方式写出:
#include&opencv2/highgui/highgui.hpp&
#include&opencv2/imgproc/imgproc.hpp&
#include&opencv2/imgproc/types_c.h&
#include&opencv2/core/core.hpp&
#include&iostream&
#include&vector&
class HistgramShow
Mat ShowHisI
int channels[1];
//项的数量
int histSize[1];
//像素值的范围
const float *ranges[1];
//像素的最小及最大值,为了给hranges一个变量的分配的空间
float hranges[2];
HistgramShow()
//计算0号通道
channels[0] = 0;
histSize[0] = 256;
ranges[0] =
//存放最小范围
hranges[0] = 0;
//存放最大范围
hranges[1] = 255;
//这个函数仅仅是封装了一下显示函数
void show(String name, Mat &img);
MatND ComterGrayHistogram(const Mat &InImage, bool isdisplay, bool isshow, const Scalar &color, int channelsnum);
//这个函数用来得到私有里面的ShowHisImage
Mat getShowHisImage()
return ShowHisI
void HistgramShow::show(String name, Mat &img)
namedWindow(name);
imshow(name, img);
MatND HistgramShow::ComterGrayHistogram(const Mat &InImage, bool isdisplay, bool isshow, const Scalar &color, int channelsnum)
vector&Mat&
if (InImage.channels() == 3)
split(InImage, channelsvector);
if (channelsnum == 0)
GrayImage = channelsvector[0];
if (channelsnum == 1)
GrayImage = channelsvector[1];
if (channelsnum == 2)
GrayImage = channelsvector[2];
GrayImage = InI
calcHist(&GrayImage, 1, channels, Mat(), hist, 1, histSize, ranges);
if (isdisplay == 1)
for (int i = 0; i & 256; i++)
cout && &Value& && i && &=& && hist.at&float&(i) &&
/*开始直观的显示出直方图,如果将isshow置零,将不显示*/
if (isshow == 1)
double minV
double maxV
//找到数组的最大值和最小值,目的是需要用最大和最小值将得到的对应像素的像素点个数归一化,这里的归一化是都归在0~255之间
//这个处理仅仅是为了显示起来方便,如果不规定一个统一的最大值,那么显示的尺寸就要就会随着最大值在不断的变换
minMaxLoc(hist, &minVal, &maxVal, 0, 0);
//定义显示直方图的Mat型,包括显示窗口的长度和宽度
//这里就把最大值限制在histSize[0]上了
Mat showhist(histSize[0], histSize[0], CV_8UC3, Scalar(255, 255, 255));
//将最高点设置为横坐标总长的90%,最大值就不会超过256*0.9,这样在一个正好是256*256的图像中就不会有值刚好在边界上,增强了可视化
int hpt = static_cast&int&(0.9*histSize[0]);
for (int x = 0; x & histSize[0]; x++)
//绘制直方图
//得到每个像素点对应的像素的个数
float binVal = hist.at&float&(x);
int intensity = static_cast&int&(binVal*hpt / maxVal);
//由于图像的y轴是竖直向下的,所以连线的时候起始坐标是(x, histSize[0]),而不是(0, 0))
line(showhist, Point(x, histSize[0]), Point(x, histSize[0] - intensity), color);
ShowHisImage =
HistgramShow P;
int main()
img = imread(&F:\\group.jpg&);
P.show(&img&, img);
MatND hist = P.ComterGrayHistogram(img, false, true, Scalar(255, 0, 0), 0);
Mat hist_b = P.getShowHisImage();
P.show(&hist_b&, hist_b);
hist = P.ComterGrayHistogram(img, false, true, Scalar(0, 255, 0), 1);
Mat hist_g = P.getShowHisImage();
P.show(&hist_g&, hist_g);
hist = P.ComterGrayHistogram(img, false, true, Scalar(0, 0, 255), 2);
Mat hist_r = P.getShowHisImage();
P.show(&hist_r&, hist_r);
waitKey(0);
图总是传不上去,敬请谅解:
运行结果:
&img 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}

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