Design of a Multiple-Valued Systolic System for the Computation of the Chrestenson Spectrum
IEEE Transactions on Computers
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The solution of an (n+1)x(n+1) Toeplitz system of linear equations on a one-dimensional systolic architecture is studied. Our implementation of an algorithm due to Bareiss is shown to require only $O(n)$ time and $O(n)$ storage, i.e. constant storage per systolic processor. Key words and phrases: Systolic arrays, Toeplitz matrices, linear equations, Bareiss algorithm, VLSI.