All programming required for this project has to be done in MATLAB.
Each student will submit a PDF report named P1-2YourRollNo.PDF and a zipped folder containing code for each section named P1-2YourRollNo.zip.
Tasks:
You are supposed to create an image such that the face in Figure 1b is now placed inside the indicated frame PQRS.
For this purpose, you have to calculate the Homography between Figure 1b and the frame PQRS. Show this Homography and your correspondence points used to calculate this Homography.
Project the image in Figure 1b onto the frame PQRS using this Homography.
(a) (b)
Figure 2
Figure 2a (attached as FAST_lhr.jpg) shows an image of your campus with an advertisement of SOFTEC on one of the buildings. Create an image such that the image WhiteKnight.jpg is now advertised instead of the SOFTEC banner.
Calculate the Homography and correspondence points needed to perform this.
Apply this Homography to produce the resultant image.
Show the same process on your own pair of images where one image can contain any frame and the other image can be face of any individual.
Consider the two lines x+2y+1=0 and 3x+6y-2=0. What is the special relationship between these two lines in the Euclidean plane? What are the homogenous representations of these two lines and their point of intersection in homogenous coordinates? What is such a point called?
