Research interests

So far, my PhD and post-doctoral research have focused on algebraic cryptanalysis, applied to both public-key and secret-key schemes.

My work in public-key cryptography mainly concerns code-based and multivariate schemes, two major families believed to be resistant to quantum attacks. Much of this research has been motivated by the NIST post-quantum standardization process.

I started working on secret-key cryptanalysis near the end of my PhD. Algebraic attacks currently play a central role in the analysis of so-called arithmetization-oriented primitives, symmetric constructions designed for integration into advanced cryptographic protocols (for an accurate introduction to this topic, see this webpage or these slides).


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