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Issue No.10 - October (1992 vol.41)
pp: 1331-1333
ABSTRACT
<p>A method for complex multiplication that relies on encoding 2n-bit complex numbers as polynomials of degree 7 in the ring of polynomials modulo x/sup 8/-1 with n/4-bit coefficients is introduced. Complex multiplication can then be performed with an 8-point cyclic convolution plus some conversion overhead and, with care, this can be done without introducing any errors. The technique is suitable for designs using systolic arrays.</p>
INDEX TERMS
complex multipliers decomposition; polynomial encoding; 8-point cyclic convolution; systolic arrays; digital arithmetic; encoding; systolic arrays.
CITATION
A. Skavantzos, T. Stouraitis, "Decomposition of Complex Multipliers Using Polynomial Encoding", IEEE Transactions on Computers, vol.41, no. 10, pp. 1331-1333, October 1992, doi:10.1109/12.166610
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