Projective Space Stern Decoding and Application to SDitH - ETIS, équipe ICI
Communication Dans Un Congrès Année : 2024

Projective Space Stern Decoding and Application to SDitH

Résumé

We show that here standard decoding algorithms for generic linear codes over a finite field can speeded up by a factor which is essentially the size of the finite field by reducing it to a low weight codeword problem and working in the relevant projective space. We apply this technique to SDitH and show that the parameters of both the original submission and the updated version fall short of meeting the security requirements asked by the NIST.
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Dates et versions

hal-04519768 , version 1 (25-03-2024)

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Identifiants

  • HAL Id : hal-04519768 , version 1

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Kévin Carrier, Jean-Pierre Tillich, Valerian Hatey. Projective Space Stern Decoding and Application to SDitH. Workshop on Advances in Asymmetric Cryptanalysis (AAC'24), Mar 2024, Abu Dabi, United Arab Emirates. ⟨hal-04519768⟩
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