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SUMMARY:Tanja I. Schindler & Jon Aaronson (Jagiellonian University & Tel A
 viv University)
DTSTART:20240605T140000Z
DTEND:20240605T153000Z
DTSTAMP:20260423T023018Z
UID:DinAmicI/28
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/DinAmicI/28/
 ">"Properties and limit laws of dynamical systems with two infinite compon
 ents" & "Open problems in Infinite Ergodic Theory"</a>\nby Tanja I. Schind
 ler & Jon Aaronson (Jagiellonian University & Tel Aviv University) as part
  of DinAmicI: Another Internet Seminar\n\n\nAbstract\nFirst talk: While st
 udying dynamical systems with one infinite component\, i.e. a probability 
 preserving dynamical system and a non-integrable observable or an infinite
  measure preserving dynamical system with an integrable observable still h
 as a lot of interesting questions - it is interesting to study systems wit
 h more than one infinite component. An example would be an infinite measur
 e system with an observable which is not integrable on a finite measure se
 t. Another example would be a dynamical system with two dynamically separa
 ted infinite measure sets A and B\; i.e. orbits have to pass through a fin
 ite measure set Y in order to pass from A to B and vice versa. I will show
  some (completely incomplete list of) examples where one of the above desc
 ribed behaviours occur. This is a somewhat expository talk including joint
  work with Claudio Bonanno and Muhammad Mubarak.\n\nSecond talk:\n\nFor th
 e link check https://www.dinamici.org/dai-seminars/2024-06-schindler-aaron
 son/\n
LOCATION:https://researchseminars.org/talk/DinAmicI/28/
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