Free Probability Theory

A blog on freeing probability from its commutative chains

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  • Home
  • FAQ on Free Probability
  • Literature on Free Probability
    • Nica and Speicher: Lectures on the Combinatorics of Free Probability
    • Mingo and Speicher: Free Probability and Random Matrices
    • Roland Speicher: Combinatorial Theory of the Free Product with Amalgamation and Operator-Valued Free Probability Theory
  • About
  • Lecture Courses around Free Probability
    • Course on “Random Matrices”, winter term 2019/2020
    • Course on “Non-Commutative Distributions”, summer term 2019
    • Course on “Free Probability Theory”, winter term 2018/19
    • Course on “Random Matrices”, summer term 2018
    • Course on “Von Neumann algebras, subfactors, and planar algebras”, summer term 2016

Course on “Random Matrices”, summer term 2018

  • this course was given jointly with Marwa Banna
  • on the homepage of the course you can find references to literature and manuscripts
  • there is also a tex-ed version of the lecture notes.

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Events

Berkeley’s Probabilistic Operator Algebra Seminar (online via Zoom)

  • Monday, August 17, 3-4 p.m. (Berkeley  time):  Limit theorems for multiplicative convolutions in classical and bi- free probabilities, by Takahiro Hasebe, Hokkaido University
  • Monday, August 24, 10-11 a.m. (Berkeley  time): TBA, by Roland Speicher, Saarland University
  • Monday, August 31, 10-11 a.m. (Berkeley  time): Matrix Monge-Kantorovich Theory: A Quantum Mechanical Approach, by Allen Tannenbaum, Stony Brook University

 

Categories

  • FAQ
    • Connes embedding problem
    • Wigner
  • General
  • Lectures
    • Free Probability Theory 2018/19
    • Non-Commutative Distributions 2019
    • Random Matrices 2018
    • Random Matrices 2019/2020
  • Meetings
  • online seminar

Recent Posts

  • On the origin of moment-cumulant formulas
  • Another blog on “Free Probability” by Teo Banica
  • Correction on my lecture notes on random matrices (weak convergence versus convergence of moments)
  • Update on random matrix lecture notes
  • Another online seminar: Wales MPPM Zoom Seminar

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