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Image Privacy Protection Communication Scheme by Fibonacci Interleaved Diffusion and Non-Degenerate Discrete Chaos. [PDF]
Xie Z +5 more
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Multiple color images security by SPN over the residue classes of Gaussian integer [Formula: see text]. [PDF]
Sajjad M +4 more
europepmc +1 more source
A combinatory approach of non-chain ring and henon map for image encryption application. [PDF]
Mohi Ud Din S +4 more
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Probabilistic Algebraic Attacks
This paper investigates a probabilistic algebraic attack on LFSR-based stream ciphers. We consider two scenarios (S3a and S3b) proposed by Meier et al. at Eurocrypt 2004. In order to derive the probability in this new algebraic attack, we quantify the distance between a Boolean function and a function with annihilator of a certain degree.
An Braeken, Bart Preneel
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Some results on fast algebraic attacks and higher-order non-linearities
In this study, the authors investigate the resistance of Boolean functions against fast algebraic attacks and deduce a bound between fast algebraic immunity and higher-order non-linearity (it is the first time that a bound between these two cryptographic
Qichun Wang, T. Johansson, Haibin Kan
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Algebraic Attacks on Round-Reduced Keccak
IACR Cryptology ePrint Archive, 2021Since Keccak was selected as the SHA-3 standard, both its hash mode and keyed mode have attracted lots of third-party cryptanalysis. Especially in recent years, there is progress in analyzing the collision resistance and preimage resistance of round-reduced Keccak.
Fukang Liu +3 more
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Algebraic Attacks on the Courtois Toy Cipher
Cryptologia, 2008This article presents and discusses some of the most important algebraic attack algorithms (F4, DR, XL) and employs them against Courtois' toy cipher (CTC). Also, CTC is attacked using more specialized algorithms and the experimental results of these attacks are presented.
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Results on highly nonlinear Boolean functions with provably good immunity to fast algebraic attacks
Information Sciences, 2017Meicheng Liu, Dongdai Lin
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