Current students

• [PhD] Aabhas Gulati – working on symmetric tensors (co-supervised with Clément Pellegrini)
• [PhD] Pierre Botteron – Working on non-local boxes and communication complexity (co-supervised with Anne Broadbent and Clément Pellegrini)

2024

• [M2] Tristan Klein - working on quantum max flow-min cut

2023

• [L3] Alexia Muelle da Cunha – working on SudoQ
• [Msc] Ankit Jha – working on Bell non-locality in networks
• [Msc] Aabhas Gulati – working on diagonally invariant tensors
• [PhD] Faedi Loulidi – Compatibility and non-locality [pdf] – now postdoc at the Okinawa Institute of Science and Technology
• [PhD] Denis Rochette – Asymmetric cloning in quantum information theory (co-supervised with Clément Pellegrini) [pdf] – now postdoc at uOttawa

2022

• [Msc] Khurshed Fitter – Computing norms of (random) tensors with applications to quantum information theory (NanoX internship grant)
• [PhD, 1 year visit] Qing-Hua Zhang – project on quantum channel incompatibility
• [M2] Pierre Botteron – Non-local boxes and communication complexity [pdf]

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]