updated hw4
git-svn-id: svn://anubis/gvsu@238 45c1a28c-8058-47b2-ae61-ca45b979098e
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\item[2.]{
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\item[2.]{
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Assume that $p \leq n$ and if any process $i$ owns more than one row of
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We are to transpose an $n \times n$ matrix that is initially
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the matrix, then the rows that it owns are contiguous.
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rowwise block-decomposed among $p$ processes.
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Then, for each process $p$, a gather operation is
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Assume that $p \leq n$ and if any process $i$ owns $k > 1$ rows of
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performed.
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the matrix, then the $k$ rows that it owns are contiguous.
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Then, the procedure to transpose the matrix is as follows:
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For each process $i$, a gather operation is performed.
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}
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}
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