Abstract

AbstractThis article deals with an algorithm for the generation of impregnable substitution boxes (S‐box). The proposed scheme involves the application of right translation and Gray codes over the original Advanced Encryption Standard (AES) S‐box. Regular representation of Galois field GF(28) is used to produce the translational effect in the AES S‐box. The translated AES S‐box is then subjected to Gray codes for the enhancement in their algebraic complexity. The proposed scheme results 256 different cryptographically strong S‐boxes. Several tests such as non‐linearity, bit independence, strict avalanche, linear approximation and differential approximation, algebraic complexity, correlation and histogram are implemented on every newly generated S‐box to analyze their resistance against computational attacks. Furthermore, the newly generated S‐boxes are compared with the existing well‐known S‐boxes. The simulation results indicate that the resistance of proposed S‐boxes against computational attacks including linear, interpolation, differential and algebraic attacks approaches to the optimal values. Copyright © 2014 John Wiley & Sons, Ltd.

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