Skip to main content

I am workingwork in probability. And I and I am looking for an important example of action of an amenable countable group in another areaother areas of math, for for which the (pointwise) ergodic theorem is actually quite important. For example, I would like to know if in your area of expertizeexpertise there is a group action for which probabilistic or statistical statementstatements are of interest: e.g asymptotic. asymptotics of some empirical mean ect.. Thank you :)

I am working in probability. And I am looking for an important example of action of an amenable countable group in another area of math, for which the (pointwise) ergodic theorem is actually quite important. For example I would like to know if in your area of expertize there is a group action for which probabilistic or statistical statement are of interest: e.g asymptotic of some empirical mean ect.. Thank you :)

I work in probability and I am looking for an important example of action of an amenable countable group in other areas of math for which the (pointwise) ergodic theorem is actually quite important. For example, I would like to know if in your area of expertise there is a group action for which probabilistic or statistical statements are of interest: e.g. asymptotics of some empirical mean ect.. Thank you :)

Source Link
letta
  • 21
  • 1

Example of action of an infinitely countable group that has important ergodic/statistical property?

I am working in probability. And I am looking for an important example of action of an amenable countable group in another area of math, for which the (pointwise) ergodic theorem is actually quite important. For example I would like to know if in your area of expertize there is a group action for which probabilistic or statistical statement are of interest: e.g asymptotic of some empirical mean ect.. Thank you :)