I want to use template matching in OpenCV to get the similarity of two images. As we all know,template matching is usually used to find smaller image parts in a bigger one. Here is my question. I find when template image and source image are same-sized, the result matrix get from function matchTemplate() is always 0, even if the two images are exactly the same one.
Can template matching in OpenCV deal with two same-sized images?
Perhaps I should apologize first: the value of the matrix is indeed zero after normalization, as long as the two pictures are of the same size. I was wrong about that:)
Check out this page: OpenCV - Normalize
Part of the OpenCV source code:
void cv::normalize( InputArray _src, OutputArray _dst, double a, double b,
int norm_type, int rtype, InputArray _mask )
{
Mat src = _src.getMat(), mask = _mask.getMat();
double scale = 1, shift = 0;
if( norm_type == CV_MINMAX )
{
double smin = 0, smax = 0; //Records the maximum and minimum value in the _src matrix
double dmin = MIN( a, b ), dmax = MAX( a, b );
minMaxLoc( _src, &smin, &smax, 0, 0, mask ); //Find the minimum and maximum value
scale = (dmax - dmin)*(smax - smin > DBL_EPSILON ? 1./(smax - smin) : 0);
shift = dmin - smin*scale;
}
//...
if( !mask.data )
src.convertTo( dst, rtype, scale, shift );
else
{
//...
}
}
Since there is only one element in the result array, smin
= smax
= result[0][0]
scale = (dmax - dmin)*(smax - smin > DBL_EPSILON ? 1./(smax - smin) : 0);
= (1 - 0 ) * (0) = 0
shift = dmin - smin*scale
= 0 - result[0][0] * 0
= 0
After that, void Mat::convertTo(OutputArray m, int rtype, double alpha, double beta)
uses the following formula: (saturate_cast
has nothing to do with your problem, so we can ignore it for now.)
When you call normalize( result, result, 0, 1, NORM_MINMAX, -1, Mat() )
, whatever the element in the matrix is, it will execute src.convertTo( dst, rtype, scale, shift );
with scale
= 0
, shift
= 0
.
In this convertTo
function,
alpha = 0, beta = 0
result[0][0] = result[0][0] * alpha + beta
= result[0][0] * 0 + 0
= 0
So, whatever the value in the result matrix is:
As long as the image and the template are of the same size, size of the result matrix will be 1x1, and after normalization, the result matrix will become a [0]
.