chi__LinearGraphPartitioner.h

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/** \defgroup chi__LinearGraphPartitioner chi.LinearGraphPartitioner
 
 
\ingroup Graphs
Basic linear partitioning. This type of partitioner works basically only for testing. Orthogonal meshes can produce decent partitioning but for unstructured grids it can be pretty bad. It partitions cells based on their linear index "global_id" instead of actually working with the graph.
 
 
## Example usage:
Create this object:
\code
params = 
{
    param_name1 = value1,
    param_name2 = value2,
    --etc.
}
chi.LinearGraphPartitioner.Create(params)
\endcode
## Optional Input parameters
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><span class="arrow" style="padding-left: 0px;">►</span><TT><B>all_to_rank</B></TT><span style="color: #c4c1c0;">&nbsp &nbsp &nbsp &nbspIf non-zero will restrict all cells to this rank, essentially transforming this partitioner into a single-rank partitioner</span></button>
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  <p><I>type=</I><span style="color: blue;"><TT>INTEGER</TT></span>. If non-zero will restrict all cells to this rank, essentially transforming this partitioner into a single-rank partitioner.
</p>
  <p>Default value: <TT style="color:grey">-1</TT></p>
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*/