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Attacking trapdoors from matrix products
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Abstract: | Recently, Geraud-Stewart and Naccache proposed two trapdoors based on matrix products. In this paper, we answer the call for cryptanalysis. We explore how using the trace and determinant of a matrix can be used to attack their constructions. We fully break their first construction in a polynomial-time attack. We show an information leak in the second construction using characteristic polynomials, and provide two attacks that decrease the bit security by about half. |
BibTeX
@article{cic-2024-34854, title={Attacking trapdoors from matrix products}, journal={cic}, publisher={International Association for Cryptologic Research}, volume={1, Issue 3}, url={https://cic.iacr.org//p/1/3/43}, doi={10.62056/avrxrudhdj}, author={Thomas Decru and Tako Boris Fouotsa and Paul Frixons and Valerie Gilchrist and Christophe Petit}, year=2024 }