Description

This talk was part of the Applications of Algebraic Geometry to Post-Quantum Cryptology mini-symposium which was organized by Alessio Caminata and Giulia Gaggero . It was about applications of the work in ‘Refined $F_5$ algorithms for ideals of minors of square matrices’ to analyzing the security of multivariate post-quantum cryptography schemes which rely on the difficulty of the MinRank problem.