- Date: 13 Apr. (Thu.)
- Place: W.W. 6th-floor, Colloquium Room
- Time: 16:30-18:00
- Speaker: Keita Owari (Ritsumeikan univ.)
- Title: A Komlós-Type Result in Dual Orlicz Spaces
- Abstract: We show that any norm bounded sequence convergent in measure in a dual Orlicz space (i.e. the dual of an Orlicz space that is itself an Orlicz space) has a subsequence with order bounded a.s. convergent Cesàro means. Some consequences in “financial functional analysis”, possible refinements as well as a bit of historical background will be discussed.
Based on a joint work with Freddy Delbaen, arXiv:1611.06218