Partitioning and Structured Scheduling for SAREs
We propose a strategy for partitioning systolic arrays expressed in the
formalism of recurrence equations. This partitioning is realised with
multi-dimensionnal scheduling (to obtain a linear array) and LPGS (or LSGP)
partitioning at the end. One advantage of this approach is the control of the
arrays described can be easily automatically generated. Also, with the help of
a flexible schedule tool, structured scheduling can be added to the method,
allowing to re-use hardware and keep the designer structuring.
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