Slides and Videos

Lectures on Quantum Information Theory

Ion Nechita (CNRS, Institut de Mathématiques de Toulouse)

  1. Introduction to Quantum Information Theory (video)
  2. Quantum Channels (video)
  3. Capacity of Quantum Channels (video)

Lectures on Free Probability for Quantum Information Theory

Benoît Collins (University of Kyoto)

  1. Random Quantum Channels & Basics of Free Probability (video)
  2. Non-additivity of Quantum Channels via Free Probability (video)
  3. K-positive Maps and Entanglement Detectives (video)

Research Talks   

  1. Luigi Amico (Technology Innovation Institute)
    Entanglement response to an external perturbation in many-body System
    (video)
  2. Octavio Arizmendi (Centro de Investigacion en Matemáticas)
    Freeness for Block Modified Random Matrices 
    (video)
  3. Andreas Bluhm (CNRS, Grenoble Computer Science Laboratory (LIG)) 
    Quantifying the Incompatibility of Quantum Measurements
    (video)
  4. Guillaume Cébron (Université Paul Sabatier, Toulouse)
    (Cyclic)-Conditional Freeness for Random Matrices
    (video)
  5.  Uwe Franz (University of Franche-Comte)
    Schoenberg Correspondence for Channels on Matrix Algebras
    (video)
  6. Takahiro Hasebe (Hokkaido University)
    Free Probability of Type B Prime
    (video)
  7. Haowei Huang (National Tsing Hua University)
    Hadamard Products Of Random Matrices and Their Limiting Spectral Distributions (video)
  8. Faedi Loulildi (Okinawa Institute of Science and Technology)
    Random Tensor Network
    (video)
  9. Brent Nelson (Michigan State University)
    Ergodic Quantum Processes on Finite von Neumann Algebras
    (video)
  10. Andreas Osterloh (Technology Innovation Institute)
    Condensed Matter Applications of Multipartite SL-Entanglement
    (video)
  11. Félix Parraud (KTH Royal Institute of Technology)
    Interpolation between random matrices and free operators, and application to Quantum Information Theory
    (video)
  12. Daniel Perales (Texas A&M University)
    Finite Free Probability and Hypergeometric Polynomials
    (video)
  13. Jennifer Pi (University of California, Irvine)
    A Classical Approach for Relating Free Entropic Quantities
    (video)
  14. Adrián Celestino Rodriguez (Universität Graz, Austria)
    Conditionally Monotone Cumulants via Shuffle Algebra
    (video)
  15. Noriyoshi Sakuma (Nagoya City University)
    Fluctuations of Eigenvalues of a Polynomial on Haar Unitary and Finite Rank Matrices (video)
  16. Pei-Lun Tseng (NYU Abu Dhabi)
    Infinitesimal Operators and the Law of Polynomials in Monotone Independent Elements
    (video)
  17. Sang-Gyun Youn (Seoul National University)
    Additivity Violation of the Regularized Minimum Output Entropy in the Commuting-Operator Framework
    (video)
  18. Pierre Youssef (NYU Abu Dhabi)
    On the spectrum of Quantum Channels
    (video)