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Thread: Conceptually, how would you find the PLV matrix factorization?

  1. June 25th 2008, 03:50 PM #1
    JCS007
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    Conceptually, how would you find the PLV matrix factorization?

    If you need an example to work with, here's a matrix: \begin{pmatrix} 2&&4&&9 \\ 1&&4&&2 \\ 0&&3&&4 \end{pmatrix}
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  2. June 26th 2008, 01:38 PM #2
    bleesdan
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    I'm fuzzy on the details here.
    What does PLV stand for? I searched Google, and it came up with nothing.
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