Singular value decomposition (SVD) allows the factorization of real or complex matrices providing quantitative information with fewer dimensions along which data points exhibit more variation. These days SVD computation is being used in numerous applications, and because of its importance, different approaches for SVD hardware computation have been proposed. In this project, I focus on comparison of architecture variants in the context of resource allocation, speed and accuracy. An implementation of an SVD hardware for 8 x 4 matrices over complex fixed-point signed fraction data, based on the CORDIC algorithm. It uses parallel-architecture-supported CORDIC cores that are suitable for streamed data processing. A prototype was implemented on FPGA development boards (Xilinx XC6SLX45).
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phuhavan/singular-value-decomposition
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