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The Efficient Multiplier GF(28) is Formed by The NAYK Algorithm

Abstract. The efficient multiplier in Finite Field is needed in its implementation in the cryptography field. The NAIK algorithm provides fast steps and efficient solutions in forming the desired multiplier. The formation of an efficient multiplier GF(2^8) will be formed with the NAYK algorithm without being constructed from the smallest values, but directly from the value 8 itself. In comparison the NAYK algorithm provides a more efficient solution.