(1-t)*A + t*B
. At time t=0
the resultant image will be identical to image A. At time t=1
the resultant image will be identical to image B. At time t=.5
we will have the midway face shape. To fill the midway face shape with colors from the input images, we must compute the inverse affine tranformation from each triangle in A to each matching triangle in B. Once we have that we can locally warp each triangle and add the results to get the midway face colors. The images of me, my friend matt, and our halfway merge are shown above.