Tomohiro HAYASE

Doctoral student
The University of Tokyo
Graduate School of Mathematical Sciences
Komaba, Tokyo
Japan

CV

mail: hayase[at]
ms.u-tokyo.ac.jp

§ Interests


Free probability, Operator algebras, Functional analysis, Statistical Learning Theory

§ Papers


  1. De Finetti theorems for a Boolean anaolgue of easy quantum groups (to appear), Journal of Mathematical Sciences. arXiv:1507.05563

§ Talks


  1. A symmetry in free probability: Quantum de Finetti theorem
    The 49-th functional analysis seminor, gifu, Japan, August, 2014.
  2. De Finetti theorems for a Boolean analogue of easy quantum groups
    Operator algebras seminor, University of Tokyo, July, 2014.
  3. De Finetti theorems for a Boolean analogue of easy quantum groups
    Saarland university, August, 2015.
  4. Cumulants in noncommutative probability
    The 50-th Functional analysis, karuizawa, September, 2015.
  5. Free product of von Neumann algebras
    Workshop of Free monotone transport, Tiba, March, 2016.
  6. De Finetti theorems for a Boolean analogue of easy quantum groups
    Free Probability and the Large N Limit, V, Berkeley, March, 2016

§ Teaching


  1. Teaching assistant, Analisys class III, winter semister, 2014.
  2. Teaching assistant, Analisys class III, A semester, 2015.

§ Top