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STAR_STAR.rst

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[STAR,STAR]

This "distribution" actually redundantly stores every entry of the associated matrix on every process. Again using a 2 \times 3 process grid, the entries of a 7 \times 7 matrix would be owned by the following sets of processes:

\left(\begin{array}{ccccccc}
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} &
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} \\
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} &
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} \\
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} &
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} \\
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} &
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} \\
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} &
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} \\
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} &
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} \\
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\} &
\{0,1,...,5\} & \{0,1,...,5\} & \{0,1,...,5\}
\end{array}\right)

.. cpp:class:: DistMatrix<scalarType,STAR,STAR>

.. cpp:class:: DistMatrix<scalarType,STAR,STAR,ELEMENT>