% Question No: 8 % Consider a binary image composed of small blobs. Segmenting the circular % blobs using % a) Distance Transform % b) Watershed Transform function watersd(x) f=imread(x); bw=im2bw(f,graythresh(f)); bwc=~bw; dst=bwdist(bwc); ws=watershed(-dst); w=ws==0; rf=bw&~w; figure,imshow(f),title('Original Image'); figure,imshow(bw,[]),title('Negative Image'); figure,imshow(ws,[]),title('Watershed - Distance Transform'); figure,imshow(rf,[]),title('Superimposed - Watershed and original image'); h=fspecial('sobel'); fd=im2double(f); sq=sqrt(imfilter(fd,h,'replicate').^2+imfilter(fd,h','replicate').^2); sqoc=imclose(imopen(sq,ones(3,3)),ones(3,3)); wsd=watershed(sqoc); wg=wsd==0; rfg=f; rfg(wg)=255; figure,imshow(wsd),title('Watershed - Gradient'); figure,imshow(rf),title('Superimposed - Watershed and original image'); im=imextendedmin(f,20); Lim=watershed(bwdist(im)); figure,imshow(Lim),title('Watershed - Marker Controlled'); em=Lim==0; rfmin=imimposemin(sq,im|em); wsdmin=watershed(rfmin); figure,imshow(rfmin),title('Watershed - Gradient and Marker Controlled'); rfgm=f; rfgm(wsdmin==0)=255; figure,imshow(rfgm),title('Superimposed - Watershed (GM) and original image'); end