A complete theory of the Clifford commutant scirate.com/arxiv/2504.122… The Clifford group is ubiquitous in quantum information science. Understanding which operators commute with it can be a powerful tool. The #Cliffordgroup plays a central role in quantum information science. It

Excited and nostalgic that we finally posted our work on the Clifford commutant: arxiv.org/abs/2504.12263. It started 3 years ago with my PhD thesis, and it's only thanks to my wonderful co-authors that it turned out so complete and nice in the end.

Happy to share that our recent Clifford commutant paper was accepted as a talk in the TQC 2025 conference in India! 🥳

I’d like to advertise two cute technical results of today’s paper that may be of independent interest (I hope): A new decomposition of Gaussian unitaries and new bosonic trace distance bounds (the saga of bosonic trace distance bounds never ends! 😍) arxiv.org/abs/2504.19319 1/

I’m excited to share that our quantum team in #Berlin has had five talks accepted at #TQC2025. Our lucky streak of having multiple talks accepted at major quantum computing and information conferences seems to be continuing. The accepted talks are: • "A complete theory of the

Fun first day!

New work on Quantum resource theories! arxiv.org/abs/2507.10851 A big thanks to my collaborators Antonio Anna Mele Pablo Bermejo Paolo Braccia A. Deneris Martin Larocca and specially Marco Cerezo We provide a unifying framework leading to new free operations, 🧵⬇️

I am incredibly excited by this paper! We believe it opens up some interesting new directions to study resource non-increasing channels in quantum resource theories!