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

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,Key-Recovery Fault Injection Attack on the Classic McEliece KEM,tor polynomial of the Goppa code and the validity checks in the decryption algorithm, making a chosen ciphertext attack possible. Faulty decryption outputs are used to generate a system of polynomial equations in the secret support elements of the Goppa code. After solving the equations, we can dete

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,Towards Automating Cryptographic Hardware Implementations: A Case Study of HQC, their longer time to code and implement often bottlenecks rapid prototyping. On the other hand, high-level synthesis (.) tools allow for faster experimentation of software code to a hardware platform while demonstrating a reasonable extrapolation of the expected hardware behavior. In this work, we

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,Software Implementation of a Code-Based Key Encapsulation Mechanism from Binary QD Generalized Srivencapsulation mechanism (KEM), only three are in the 4th evaluation round. The remaining code-based candidates are Classic McEliece [.], BIKE [.] and HQC [.]. Cryptographic primitives from coding theory are some of the most promising candidates and their security is based on the well-known problems

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On Decoding High-Order Interleaved Sum-Rank-Metric Codes,dewords of a single constituent code. We propose a Metzner–Kapturowski-like decoding algorithm that can correct errors of sum-rank weight ., where . is the minimum distance of the code, if the interleaving order . and the error matrix fulfills a certain rank condition. The proposed decoding algorith

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,Cryptanalysis of Ivanov–Krouk–Zyablov Cryptosystem,pproach, the subfield images of GRS codes are masked by a special transform, so that the resulting public codes are not equivalent to subfield images 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 r

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Lecture Notes in Computer Sciencehttp://image.papertrans.cn/c/image/228821.jpg

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https://doi.org/10.1007/978-3-642-74261-3sher 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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