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NOVEL RECONFIGURABLE HARDWARE ARCHITECTURE FOR
POLYNOMIAL MATRIX MULTIPLICATIONS
ABSTRACT:
In this paper, we introduce a novel reconfigurable hardware architecture for
computing the polynomial matrix multiplication (PMM) of polynomial matrices and/or
polynomial vectors. The proposed algorithm exploits an extension of the fast convolution
technique to multiple-input multiple-output systems. The proposed architecture is the first one
devoted to the hardware implementation of PMM. Hardware implementation of the algorithm is
achieved via a highly pipelined, partly systolic field-programmable gate array (FPGA)
architecture. The architecture, which is scalable in terms of the order of the input polynomial
matrices, has been designed using the Xilinx system generator tool. We verify the algorithmic
accuracy of the architecture through FPGA-in-the-loop hardware cosimulations. The application
to sensor array signal processing is highlighted, in terms of strong decorrelation. The results are
presented to demonstrate the accuracy and capability of the architecture. The results verify that
the proposed solution gives low execution times while limiting the number of required FPGA
resources..

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  • 1. NOVEL RECONFIGURABLE HARDWARE ARCHITECTURE FOR POLYNOMIAL MATRIX MULTIPLICATIONS ABSTRACT: In this paper, we introduce a novel reconfigurable hardware architecture for computing the polynomial matrix multiplication (PMM) of polynomial matrices and/or polynomial vectors. The proposed algorithm exploits an extension of the fast convolution technique to multiple-input multiple-output systems. The proposed architecture is the first one devoted to the hardware implementation of PMM. Hardware implementation of the algorithm is achieved via a highly pipelined, partly systolic field-programmable gate array (FPGA) architecture. The architecture, which is scalable in terms of the order of the input polynomial matrices, has been designed using the Xilinx system generator tool. We verify the algorithmic accuracy of the architecture through FPGA-in-the-loop hardware cosimulations. The application to sensor array signal processing is highlighted, in terms of strong decorrelation. The results are presented to demonstrate the accuracy and capability of the architecture. The results verify that the proposed solution gives low execution times while limiting the number of required FPGA resources..