Problem 98
This problem is not clearly legible, but it is thought to say Unique ergodicity in Lie groups. Case with finite area instead of compact homogeneous spaces
This problem is not clearly legible, but it is thought to say Unique ergodicity in Lie groups. Case with finite area instead of compact homogeneous spaces
Comments
something about unique ergodicity for algebraic flows in homogeneous spaces in Lebesgue finite area case, instead of compact case?
Mark Pollicott and I have looked at the original notebook. The question seems to say “U.e. in Lie group. Case with finite area instead of compact hom. spaces” which we interpret as: “Unique ergodicity in Lie groups. Case with finite area instead of compact homogeneous spaces” We will send higher resolution pictures of this and the other illegible problems to Brian.