Abstract:The high performance of an elliptic curve (EC) crypto system depends efficiently on the arithmetic in the underlying finite field. We have to propose and compare two levels of Galois Field GF( 2 163 ) and GF (2 193 ). The proposed architecture is based on Lopez-Dehab elliptic curve point multiplication algorithm, which uses Gaussian normal basis for GF(2 163 ) field arithmetic. In which derived parallelized elliptic curve point doubling and addition algorithms with uniform addressing are based on Lopez-Deh… Show more
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