Jun 16, 2023 · This property, also referred to as 𝜖-closeness to pairwise independence, implies AES's resistance to linear and differential cryptanalysis. In ...
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We show hardness of learning AES key from pairs of ciphertexts under the assumption of computational closeness of AES to pairwise independence.
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We show hardness of learning AES key from pairs of ci- phertexts under the assumption of computational closeness of AES to pairwise independence. The latter ...
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Oct 31, 2023 · This result implies the hardness of learning AES encryption (and decryption) with gradient-based methods. The proof relies on the Boas-Bellman type of ...
We show hardness of learning AES key from pairs of ciphertexts under the assumption of computational closeness of AES to pairwise independence.
We show hardness of learning AES key from pairs of ciphertexts under the assumption of computational closeness of AES to pairwise independence.
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Hardness of Learning AES Key (Student Abstract). AAAI 2023: 16296-16297. [c3] ... Hardness of Learning AES Key (Short Paper). DP@AI*IA 2022: 42-47. [+] ...
Specifically, we investigated the potential learnability of AES or its components, the necessary conditions for such learning, and the overall difficulty of AES.
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Sep 19, 2019 · We connect quantum-secure public-key encryption schemes to the hardness of learning as follows (see Theorem 5.1 for a full statement).
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This paper deals with proving negative results for distribution‐free PAC learning. The crux of the problem is proving that a polynomial-time algorithm for ...
Missing: AES (Short