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How reordering the rows and columns of a sparse matrix can influence the speed and storage requirements of a matrix operation.
If you have a set of N points on a cartesian plane, there will always exist an N-1th order polynomial of the form y = a_0 + a_1.x + a_2.x^2 + ... a_n-1.x^(n-1) which passes through all the points.
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