Titlebook: Code-Based Cryptography; 10th International W Jean-Christophe Deneuville Conference proceedings 2023 The Editor(s) (if applicable) and The

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Conference proceedings 2023 aspects of code-based cryptography, from design to software and hardware implementations, works about recent NIST PQC standardization candidates, side channel analysis, and improved decoding techniques..

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0302-9743 s span all aspects of code-based cryptography, from design to software and hardware implementations, works about recent NIST PQC standardization candidates, side channel analysis, and improved decoding techniques..978-3-031-29688-8978-3-031-29689-5Series ISSN 0302-9743 Series E-ISSN 1611-3349

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Model-Synchronization and Tracingrmine a suitable Goppa polynomial and form an alternative secret key. To demonstrate the feasibility of the attack on hardware, we simulate the fault injections on virtual prototypes of two RISC-V cores at register-transfer level.

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https://doi.org/10.1007/978-3-658-37665-9ight. Using this expected distribution of entries, we are able to drastically decrease the cost of generic decoders in the Lee metric, by reducing the original problem to a smaller instance, whose solution lives in restricted balls.

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0302-9743 y 29-30, 2022 in Trondheim, Norway..The 8 papers presented in this volume were carefully reviewed and selected from 23 submissions. These contributions span all aspects of code-based cryptography, from design to software and hardware implementations, works about recent NIST PQC standardization candi

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https://doi.org/10.1007/978-3-658-37665-9of GRS code but burst errors still can be decoded. In this paper, we show that the complexity of message–recovery attack on this cryptosystem can be reduced due to using burst errors, and the secret key of Ivanov–Krouk–Zyablov cryptosystem can successfully recovered in polynomial time with a linear–algebra based attack and a square–based attack.

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,Cryptanalysis of Ivanov–Krouk–Zyablov Cryptosystem,of GRS code but burst errors still can be decoded. In this paper, we show that the complexity of message–recovery attack on this cryptosystem can be reduced due to using burst errors, and the secret key of Ivanov–Krouk–Zyablov cryptosystem can successfully recovered in polynomial time with a linear–algebra based attack and a square–based attack.

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,Distinguishing and Recovering Generalized Linearized Reed–Solomon Codes,sher for classical Reed–Solomon and Gabidulin codes, respectively. Our main results show that the square-code distinguisher works for generalized linearized Reed–Solomon (GLRS) codes defined with the trivial automorphism, whereas the Overbeck-type distinguisher can handle LRS codes in the general se

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,Verifying Classic McEliece: Examining the Role of Formal Methods in Post-Quantum Cryptography StandWe study the use of such tools to specify and verify the implementation of Classic McEliece, one of the code-based cryptography candidates in the fourth round of the NIST Post-Quantum standardisation Process. From our case study we draw conclusions about the practical applicability of these methods