RESEARCH SCHOOL
Random quantum channels: entanglement and entropies
Canaux quantiques aléatoires: Intrication et entropies
8 – 12 July 2024
Scientific Committee
Comité scientifique
Giuseppe Di Molfetta (Aix-Marseille Université)
Catherine Donati-Martin (Université de Versailles)
Anna-Lisa Panati (Université de Toulon)
Andreas Winter (Autonomous University of Barcelona)
Organizing Committee
Comité d’organisation
Hachem Kadri (Aix-Marseille Université)
Cécilia Lancien (Université Grenoble Alpes)
Ion Nechita (Université Paul Sabatier, Toulouse)
Clément Pellegrini (Université Paul Sabatier, Toulouse)
This is the first french school presenting the successful use of random matrix techniques in solving problems from quantum information theory. Three lectures are scheduled and will offer to a general audience basics of random matrix theory and Weingarten calculus, followed by their applications to entanglement and additivity conjectures. A poster session will be also included as an opportunity for young researchers to present their ongoing projects and to discuss with scientific leaders.
LECTURES
Guillaume Aubrun (Université Lyon 1) High-dimensional methods in quantum information theory
Benoit Collins (Kyoto University) An invitation to Weingarten calculus
Mylène Maida (Université de Lille) Large random matrices and free probability
TALKS
Angela Capel (University of Tübingen) A generic quantum Wielandt’s inequality for matrix and Lie algebras
Maria Jivulescu (Politehnica University of Timisoara) On entanglement criteria in Quantum Information Theory
Faedi Loulidi (Université Paul Sabatier) A Max-Flow approach to Random Tensor Networks
Félix Parraud (KTH Royal Institute of Technology) Interpolation between random matrices and free operators, and application to Quantum Information Theory
Satvik Singh (University of Cambridge) Zero-error communication under discrete-time Markovian dynamics
Yuan Wangjun (University of Luxembourg) Strong convergence for tensor GUE random matrices
SPONSORS
