IX: 12, 294-304, LNM 465 (1975)
SIGMUND, Karl
Propriétés générales et exceptionnelles des états statistiques des systèmes dynamiques stables (Ergodic theory)
This is an introduction to important problems concerning discrete dynamical systems: any homeomorphism of a compact metric space has invariant probability measures, which form a non-empty compact convex set. Which properties of these measures are ``generic'' or ``exceptional'' in the sense of Baire category? No proofs are given
Keywords: Dynamical systems, Invariant measures
Nature: Exposition
Retrieve article from Numdam

---