Mathematics, 21.04.2020 20:31 woahhh17
From the theory of SVD’s we know G can be decomposed as a sum of rank-many rankone matrices. Suppose that G is approximated by a rank-one matrix sqT with s ∈ Rn and q ∈ Rm with non-negative components. Can you use this fact to give a difficulty score or rating? What is the possible meaning of the vector s? Note one can use the top singular value decomposition to get this score vector!
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From the theory of SVD’s we know G can be decomposed as a sum of rank-many rankone matrices. Suppose...
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