Students | Teaching
Teaching
2022
- Mathematics of quantum entanglement – graduate course at the Mathematical aspects of quantum mechanics summer school, Bangalore, India
2020
- An Introduction to Quantum Entanglement (doctoral course)
Students I am supervising | have supervised
- [PhD] Denis ROCHETTE – Working on quantum cloning (co-supervised with Clément Pellegrini)
- [PhD] Faedi LOULIDI – Working in quantum information theory, on questions around the notions of (in-)compatibility and non-locality
2021
- [M1] Marine RESANO – Theoretical aspects of random quantum circuits
- [M1] Juan VIEIRA GIESTINHAS – Dual unitary gate circuits
2020
- [M1] Pierre BOTTERON – Tensors in quantum information theory [pdf]
- [M1] Satvik SINGH – Absolute separability of quantum states. After reading a recent paper on an attempt to solve the ASEP = APPT conjecture, Satvik and I found a systematic way to compute averages over the diagonal unitary group and wrote a paper together. Follow-up work, focused on applications (invariant states and channels, PPT2 conjecture) is now available
2019
- [L1] Teo BALAUZE, Thomas DA ROCHA, Owen FRESSE-COLSON – À la découverte des algorithmes quantiques [pdf]
- [L2] Maxime DE SOUSA, Lucas DE OLIVEIRA-MANGIN – Les matrices de Hadamard [pdf]
- [L3] Guillaume DUMAS – Superpermutations [pdf]. Guillaume has a very nice paper out, based on the work he did during the internship.
- [M1] Jordi PILLET – Non-commutative generalisations of Sinkhorn’s theorem and applications to quantum information theory
- [M2] Antoine ROUX – Incompatibilité des mesures quantiques [pdf]
Past teaching
2009 – 2010
- MAT 1732 – Calcul différentiel et intégral pour les sciences de la vie II
- MAT 1702A – Méthodes mathématiques II
- MAT 2778 – Probabilités et statistiques pour les sciences naturelles
2007 – 2008
- TD Math 3
2006 – 2007
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