A Ternary Systolic Product-Sum Circuit for GF(3**m) using Neuron MOSFETs
ISMVL '96 Proceedings of the 26th International Symposium on Multiple-Valued Logic
Constructing Composite Field Representations for Efficient Conversion
IEEE Transactions on Computers
Galois Switching Functions and Their Applications
IEEE Transactions on Computers
Systolic product-sum circuit for GF((22)m) using neuron MOSFETs
Integration, the VLSI Journal
A multinanodot floating-gate MOSFET circuit for spiking neuron models
IEEE Transactions on Nanotechnology
The use of finite fields to compute convolutions
IEEE Transactions on Information Theory
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In this paper, we present two new parallel-in parallel-out systolic array architectures to compute the exponentiation operation for the field GF(2^k) in a multiple-valued logic (MVL) approach, using the composite field GF((2^2)^m). We compare both circuits with the circuit that use GF(2^k) as its basis. The proposed circuits require much less amount of chip area, less clock cycles to generate the final output, and are highly regular, thus they are well suited for VLSI.