归一化相关系数
//所有点之和
double EM(Mat img)
{
double sum = 0;
for (int i = 0; i < img.rows; i++)
for (int j = 0; j < img.cols; j++)
sum += img.at(i, j);
return sum;
}
//手撸模板匹配—cpu
void match_(Mat srcImg, Mat templImg, Mat &resultMat)
{
int N = templImg.cols * templImg.rows;
double templSum = EM(templImg);
for (int xAt = 0; xAt < resultMat.cols; xAt++)
{
for (int yAt = 0; yAt < resultMat.rows; yAt++)
{
Mat srcImg_ = srcImg(Rect(xAt, yAt, templImg.cols, templImg.rows));
double srcMean = EM(srcImg_);
double numerator = 0;
double deno1 = 0;
double deno2 = 0;
for (int mm = 0; mm < templImg.rows; mm++)
{
for (int nn = 0; nn < templImg.cols; nn++)
{
double temGray_ = templImg.at(mm, nn) - templSum / N;
double srcGray_ = srcImg_.at(mm, nn) - srcMean / N;
numerator += temGray_*srcGray_; //分子
deno1 += (temGray_ * temGray_); //分母
deno2 += (srcGray_ * srcGray_);
}
}
resultMat.at(yAt, xAt) = numerator / (sqrtf(deno1 * deno2));
}
}
}



