Improved differential-linear attacks with applications to ARX ciphers
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Publication:5970775
DOI10.1007/978-3-030-56877-1_12zbMath1504.94104OpenAlexW3037810589MaRDI QIDQ5970775
Christof Beierle, Gregor Leander, Yosuke Todo
Publication date: 7 December 2022
Published in: Advances in Cryptology – CRYPTO 2020 (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1007/978-3-030-56877-1_12
Related Items (16)
Differential-linear cryptanalysis from an algebraic perspective ⋮ Differential-linear cryptanalysis of the lightweight crytographic algorithm KNOT ⋮ New attacks from old distinguishers improved attacks on serpent ⋮ Revamped differential-linear cryptanalysis on reduced round ChaCha ⋮ Rotational-linear attack: a new framework of cryptanalysis on ARX ciphers with applications to Chaskey ⋮ Rotational differential-linear cryptanalysis revisited ⋮ Fully automated differential-linear attacks against ARX ciphers ⋮ Rotational differential-linear distinguishers of ARX ciphers with arbitrary output linear masks ⋮ PNB-focused differential cryptanalysis of ChaCha stream cipher ⋮ Latin dances reloaded: improved cryptanalysis against Salsa and ChaCha, and the proposal of Forró ⋮ Latin dances reloaded: improved cryptanalysis against Salsa and ChaCha, and the proposal of Forró ⋮ Moving a step of ChaCha in syncopated rhythm ⋮ Improved differential-linear attacks with applications to ARX ciphers ⋮ Improved linear approximations to ARX ciphers and attacks against ChaCha ⋮ Rotational cryptanalysis from a differential-linear perspective. Practical distinguishers for round-reduced \texttt{FRIET}, \texttt{Xoodoo}, and \texttt{Alzette} ⋮ Improved differential-linear attack with application to round-reduced Speck32/64
Uses Software
Cites Work
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- Improved Key Recovery Attacks on Reduced-Round Salsa20 and ChaCha
- Fast Data Encipherment Algorithm FEAL
- Improving the Time Complexity of Matsui’s Linear Cryptanalysis
- Fast Software Encryption
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