Mapping FIR filtering on systolic rings
A.P. Varvitsiotis, Sergios Theodoridis, Rami Melhem · 2002
During the past decade, systolic arrays have been designed for a wide variety of scientific applications, which are based on highly parallel linear system manipulations. Partitioning and mapping of systolic algorithms has been a key issue for real implementations, in terms of both cost and manageability. The authors demonstrate the mapping of triangular systolic array algorithms onto a one-dimensional ring of processors, so that the resulting architecture features an asymptotically optimal utilization factor in pipelined operation. fee problems of least squares system identification and FIR filtering using QR-decomposition via Givens rotations are used as a vehicle for the demonstration of uni- and bi-directional dataflow algorithms on systolic rings.>