Hi All

While studying Topological and Ergodic Dynamics, I've got quite preplexed by the different Properties a system might have (minimality, regionally recurring, transitivity, mixing, ergodic, uniquely ergodic etc.). All of which basically has the sense instability but not always equivalent. Do any of you has a graphic summary of those properties, and in what cases do they imply each other?

While studying topological and ergodic dynamics, I've got quite perplexed by the different properties a system might have (minimality, regionally recurring, transitivity, mixing, ergodic, uniquely ergodic etc.). All of which basically has the sense instability but not always equivalent. Do any of you has a graphic summary of those properties, and in what cases do they imply each other?