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  1. P

    Prove that f is a one-to-one correspondence?

    Let A and B be two points, H be one of the half-planes defined by the line AB, and A= {<BAE l E belongs to H}. Define F: A goes to (0, 180) by f(<BAE) = measurement of (<BAE).
  2. P

    Find the singular value decomposition of A?

    A= [3 1 1] [-1 3 1] first line reads: 3,1,1 second line reads: -1,3,1
  3. P

    Find the singular value decomposition of A?

    A= [3 1 1] [-1 3 1] first line reads: 3,1,1 second line reads: -1,3,1
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