2003•Unpublished venueRequires access

Security Evaluation for a Class of Block Ciphers Based on Chaotic Maps

Wen Zhang

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Abstract

The security evaluation of a class of block ciphers based on chaotic maps against differential and linear attacks is studied. If the round function is bijective and its maximum differential and linear characteristic probabilities are p and q respectively, the upper bounds of maximum differential and linear characteristic probabilities for r rounds are pr-1and qr-1 respectively.

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What this paper is about

The security evaluation of a class of block ciphers based on chaotic maps against differential and linear attacks is studied. If the round function is bijective and its maximum differential and linear characteristic probabilities are p and q respectively, the upper bounds of maximum differential and linear characteristic probabilities for r rounds are pr-1and qr-1 respectively.

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Available abstract

The security evaluation of a class of block ciphers based on chaotic maps against differential and linear attacks is studied. If the round function is bijective and its maximum differential and linear characteristic probabilities are p and q respectively, the upper bounds of maximum differential and linear characteristic probabilities for r rounds are pr-1and qr-1 respectively.

Key concepts: Block cipher, Computer science, Differential (mechanical device), S-box, Linear cryptanalysis, Bijection, Differential cryptanalysis, Class (philosophy)

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