Octonion CORDIC Algorithms for DSP
نویسنده
چکیده
New, efficient, 8-D rotation CORDIClike algorithms for matrix computations are presented. These algorithms are a natural extension to 8 dimensions of Quaternion CORDIC algorithms, offered by J.M. Delosme and S.F. Hsiao. This leads to significantly reduced computations in contrast to 8-D Householder CORDIC algorithms given by the same authors. Such algorithms may be utilized for designing VLSI array processors or configurable FPGA-s for linear systems, the eigenvalues, singular values, least squares and other linear algebra problems in DSP.
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