Invariant Measures and Minimal Sets of Horospherical Flows.
Invariant Measures and Orbit Closures for Unipotent Action on Homogeneous Spaces (Survey).
Invariant measures and the compactness of the domain
We consider piecewise monotonic and expanding transformations τ of a real interval (not necessarily bounded) into itself with countable number of points of discontinuity of τ’ and with some conditions on the variation which need not be a bounded function (although it is bounded on any compact interval). We prove that such transformations have absolutely continuous invariant measures. This result generalizes all previous “bounded variation” existence theorems.
Invariant measures and the equicontinuous structure relation II: the relative case
Invariant measures exist under a summability condition for unimodal maps.
Invariant measures for a diffeomorphism which expands the leaves of a foliation
Invariant measures for actions of unipotent groups over local fields on homogeneous spaces.
Invariant measures for iterated function systems
A new criterion for the existence of an invariant distribution for Markov operators is presented. Moreover, it is also shown that the unique invariant distribution of an iterated function system is singular with respect to the Hausdorff measure.
Invariant measures for Markov operators with application to function systems
A new sufficient condition for the existence of an invariant measure for Markov operators defined on Polish spaces is presented. This criterion is applied to iterated function systems.
Invariant measures for nonexpansive Markov operators on Polish spaces [Book]
Invariant measures for semigroups
Invariant Measures of C...-Diffeomorphisms of Markov Type in R...
Invariant Measures of Horospherical Flows on Noncompact Homogeneous Spaces.
Invariant measures on abelian metric groups
Invariant measures on locally compact spaces and a topological characterization of unimodular Lie groups
Invariant measures on the shift space
Invariant scrambled sets and maximal distributional chaos
For the full shift (Σ₂,σ) on two symbols, we construct an invariant distributionally ϵ-scrambled set for all 0 < ϵ < diam Σ₂ in which each point is transitive, but not weakly almost periodic.
Invariant sub-σ-algebras for substitutions of constant length
Invariante Funktionen über teilgeordneten algebraischen Halbstrukturen.
Invariants for finitary isomorphisms with finite expected code lengths.