Я пытаюсь преобразовать старое упражнение, которое я сделал в Matlab, в OpenCV. Код размещен ниже. Мне не удалось найти какие-либо функции в OpenCv, которые делают то, что я хочу, возможно, из-за других имен, чем я ожидаю.
Вот выходные данные, когда в качестве метки берется максимальный отклик в каждом месте. Ясно что-то не так.
Вот код Matlab:
function responses = getBifResponsesEx(im, myEps, sigma, kernelSize)
if ( nargin == 3 )
if ( sigma >= 1 )
kernelSize = 6*sigma + 1;
else
kernelSize = 7;
end
end
responses = zeros(size(im,1), size(im,2), 7);
%
% Gaussian derivatives
%
kernVal = ceil(kernelSize/2) - 1;
x = (-kernVal:kernVal);
g = 1/(2*pi*sigma^2)*exp(-(x.^2./(2*(sigma^2))));
g = g/sum(g);
dg = -2*x/(2*sigma^2).*g*sigma;
ddg = ((2*x/(2*sigma^2)).^2 - 1/(sigma^2)).*g*sigma;
%
% Gaussian convolution of the image
%
s00 = filter2(g, im);
s00 = filter2(g', s00);
s10 = filter2(g', im);
s10 = filter2(dg, s10);
s01 = filter2(g, im);
s01 = filter2(dg', s01);
s11 = filter2(dg, im);
s11 = filter2(dg', s11);
s20 = filter2(g', im);
s20 = filter2(g', s20);
s20 = filter2(ddg, s20);
s02 = filter2(g, im);
s02 = filter2(g, s02);
s02 = filter2(ddg', s02);
%
% Symmetry types - MISSING CODE!!!!
%
lam = sigma^2*(s20+s02);
gam = sigma^2*(sqrt((s20-s02).^2+4*s11.^2));
responses(:,:,1) = myEps*s00;
responses(:,:,2) = 2*sigma*sqrt(s10.^2+s01.^2);
responses(:,:,3) = +lam;
responses(:,:,4) = -lam;
responses(:,:,5) = 2^-.5*(gam+lam);
responses(:,:,6) = 2^-.5*(gam-lam);
responses(:,:,7) = gam;
end
А вот и моя конвертированная страница. Из того, что я могу видеть, это идет вразрез с ответами s20, s02. Кто-нибудь может сказать мне, что делать?
void extract_bif_features(const cv::Mat & src,
std::vector<cv::Mat> & dst, BIFParams params)
{
float sigma = params.sigma;
float n=0;
int kernelSize;
if(sigma>=1)
kernelSize = 6*sigma + 1;
else
kernelSize = 7;
cv::Mat gray,p00,p10,p01,p11,p20,p02;
cv::cvtColor(src,gray,CV_BGR2GRAY);
auto kernVal = (int)ceil(kernelSize/2.0) - 1;
cv::Mat_<float> g(1,kernelSize);float*gp = g.ptr<float>();
cv::Mat_<float> dg(1,kernelSize);float*dgp = dg.ptr<float>();
cv::Mat_<float> ddg(1,kernelSize); float*ddgp = ddg.ptr<float>();
cv::Mat_<float> X(1,kernelSize);float*xp = X.ptr<float>();
auto gsum=0.0f;
for(int x = -kernVal;x<=kernVal;++x)
{
xp[x+kernVal] = x;
gp[x+kernVal] = 1/(2*CV_PI*sigma*sigma)*exp(-(x*x/(2*(sigma*sigma))));
gsum += gp[x+kernVal];
}
g = g/gsum;
cv::multiply((-2*X / (2*sigma*sigma)),g*sigma,dg);
cv::pow((2*X/(2*sigma*sigma)),2,ddg);
ddg -=1/(sigma*sigma);
cv::multiply(ddg,g*sigma,ddg);
std::cout << ddg<< std::endl;
std::cout << dg<< std::endl;
cv::sepFilter2D(gray,p00,CV_32FC1,g,g,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE); cv::sepFilter2D(gray,p01,CV_32FC1,dg,g,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE); cv::sepFilter2D(gray,p10,CV_32FC1,g,dg,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE); cv::sepFilter2D(gray,p11,CV_32FC1,dg,dg,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
//NOT SURE HERE
cv::sepFilter2D(gray,p20,CV_32FC1,g,ddg,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
//cv::sepFilter2D(p20,p20,CV_32FC1,1,g,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE); cv::sepFilter2D(gray,p02,CV_32FC1,g,ddg,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE); //cv::sepFilter2D(p02,p02,CV_32FC1,g,1,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
cv::filter2D(gray,p20,CV_32FC1,g,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
cv::filter2D(p20,p20,CV_32FC1,g,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
cv::filter2D(p20,p20,CV_32FC1,ddg,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
cv::filter2D(gray,p02,CV_32FC1,g,cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
cv::filter2D(p02,p02,CV_32FC1,g.t(),cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
cv::filter2D(p02,p02,CV_32FC1,ddg.t(),cv::Point(-1,-1),0.0,cv::BORDER_REPLICATE);
dst.resize(6);
auto sigma_square = sigma*sigma;
cv::Mat Lam = sigma_square * (p20+p02);
cv::Mat Gam ;
cv::sqrt((((p20-p02)*(p20-p02))+4*p11*p11),Gam);
Gam *= sigma_square ;
cv::Mat test = p10*p10;
//slop
cv::sqrt(p10*p10 + p01*p01,dst[0]);
dst[0] = dst[0]*2*sigma;//slop
//blob
dst[1] = Lam;
dst[2] = -1*Lam;
//line
dst[3] = sqrt(2.0f)*(Gam+Lam);
dst[4] = sqrt(2.0f)*(Gam-Lam);
//saddle
dst[5] = Gam;
}