Abstract: The paper shows how a rectangular array of N=N/sub 1spl times/N/sub 2/ processing elements (PE), where N/sub 1/ and N/sub 2/ are relatively prime, ...
High-throughput, reduced hardware systolic solution to prime factor discrete Fourier transform algorithm. IEE Proc., Vo1.137, Pt.E,. No.3, May 1990, pp.191-196.
The paper discusses a novel systolic implementation of the row-column method for solving the prime factor discrete Fourier transform (DFT) algorithm. It deals, ...
ABSTRACT The study considers a comparative evaluation of the ability of response surface methodology (RSM) and artificial neural network (ANN) to predict the ...
A new systolic architecture for pipeline prime factor DFT-algorithm. Stanislav G. Sedukhin. A new systolic architecture for pipeline prime factor DFT-algorithm.
A new systolic architecture for pipeline prime factor DFT-algorithm. Stanislav G. Sedukhin. A new systolic architecture for pipeline prime factor DFT-algorithm.
A pipeline structure is used to implement this prime factor. DFT over. GF(qn). This algorithm is developed to compute cyclic convolutions of complex numbers.
It is well known that the systolic array of a DFT computa- tion requires a basic cells (Ref. 5). Therefore, the number of basic cells of a prime factor DFT ...
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A pipeline fast prime-factor DFT algorithm over GF(q/sup /n) is regular, simple, expandable, and naturally suitable for most implementation technologies.
In this paper, a new recursive algorithm for calculating the discrete Fourier transformation is presented. This new, so-called recursive cyclotomic ...