Ergodic Theory: Proceedings, Oberwolfach, Germany, June, 11-17, 1978: Lecture Notes in Mathematics, cartea 729

On the categories of ergodicity when the measure is infinite.- A selection of problems in topological dynamics.- Pointwise ergodic theorems in Lp spaces.- Generic properties of measure preserving homeomorphisms.- On disjointness in topological dynamics and ergodic theory.- Reparametrization of probability-preserving n-flows.- Fundamental homomorphism of normalizer group of ergodic transformation.- Some remarks on ?-independence of partitions and on topological rochlin sets.- Maximal measures for piecewise monotonically increasing transformations on [0,1].- A variational principle for the topological conditional entropy.- Weak mixing for semi-groups of markov operators without finite invariant measures.- Ergodic group automorphisms and specification.- Measures of maximal entropy for a class of skew products.- Balancing ergodic averages.- Invariant measures for continuous transformations of [0,1] with zero topological entropy.- Dynamical systems of total orders.- An information obstruction to finite expected coding length.- The lorenz attractor and a related population model.- Unique ergodicity and related problems.- A modified Jacobi-Perron algorithm with explicitly given invariant measure.- Ergodic properties of real transformations.