Here are the slides from the workshop on "Interactions between Operator Space Theory and Quantum Probability with Applications to Quantum Information" at the MFO, Oberwolfach, Germany, May 6 -12, 2018. Extended abstracts of all talks of the meeting will be published in the Oberwolfach Reports.
First Day
- Marius Junge : Return time and entropy estimates (slides)
- Javier Parcet : The Hörmander-Mikhlin theorem for high rank semisimple Lie groups (slides)
Second Day
- Narutaka Ozawa : Auf(F_5) has Kazhdan’s property (T) (slides)
- Tao Mei : Fourier Multipliers on Free Groups associated with the First Segment (slides)
- Ion Nechita : Quantum de Finetti theorems and Reznick’s Positivstellensatz (slides)
- Hunhee Lee : Temperley-Lieb Channels (slides)
Third Day
- Eric Carlen : Quantum Relative Entropy and
Quantum Optimal Transport (slides)
Fourth Day
- Louis Labuschagne : Invariant subspaces for H^2 spaces of σ-finite algebras (slides)
- Adam Skalski : On some applications of quantum Markov semigroups and related problems (slides)
- Simeng Wang : Noncommutative maximal ergodic inequalities for
some group actions (slides) - Malte Gerhold : Bi-Monotone Quantum Lévy Processes (slides)
Fifth Day