Excuse me one based on Lucas kanade algorithm for target tracking problem
Intend to adopt the method of optical flow for moving target tracking, using Lucas kanade algorithm, using the algorithm to calculate the two pictures (size is M pixels X N pixels) between each pixel of the Dx, Dy (size is M * N 2 d matrix, personal understanding is for each pixel in the image in the X direction and Y direction movement speed), ask, Dx, Dy, respectively what does that mean?
Or calculate the Dx and Dy how to judge the moving target in the image of the X and Y?
I thought all the pixels of knocking=Dy Dx + Dy Dx * *, and then take the knocking from big to small order, and then corresponding pixels is considered to be against a larger moving point target, but I put all the knocking value amplification (such as magnified 40 times, become DXY40), and then to all DXY40 as grey value, back to a picture with the original image is the size of the image (the size is M pixels x N pixels), found that the image is very strange,
My understanding is that if the two parts of the original image difference is larger, the corresponding DXY40 is larger,