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IEICE TRANSACTIONS on transactions

Fast Inverters over Finite Field Based on Euclid's Algorithm

Kiyomichi ARAKI, Ikuo FUJITA, Mititada MORISUE

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Summary :

The arithmetic operations over the finite field GF(pn) has many important applications. There is a need for a fast inverter circuit over the finite field GF(pn), because inversion' is must complicated and lengthy operation. In this paper, we will propose a design method of fast inverter circuit that is based on Euclid's algorithm. The inverter circuit is composed of a number of identical basic circuits. Therefore the designed circuit has a regular and expandable feature and has a modular structure.

Publication
IEICE TRANSACTIONS on transactions Vol.E72-E No.11 pp.1230-1234
Publication Date
1989/11/25
Publicized
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DOI
Type of Manuscript
PAPER
Category
Computer Hardware Design

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