| 1 |
Do normal block decomposition
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| 2 |
Parallel Phase I: Update all Red Points
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Communicate black points at k-1 to halo in each processor
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Compute red points to iterate k
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| 3 |
Parallel Phase II: Update all Black Points
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Communicate red points at k to halo in each processor
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Compute black points to iterate k
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| 4 |
This has similar efficiency analysis to Jacobi except a little more sensitive to latency
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Same amount of communication but twice as many messages
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| 5 |
In electrical power system and similar simulations, one gets irregular sparse matrices and no way to get such a clean parallel algorithm
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In fact not clear if there is a sequential Gauss Seidel that converges
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