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Showing 1-17 of 17 results
  1. Some Results on Bundle Systems for a Countable Discrete Amenable Group Action

    We consider the style number, independence number and entropy for a frame bundle dynamical system. The base system of which is a countable discrete...

    Juan Pan, Yunhua Zhou in Acta Mathematica Scientia
    Article 29 April 2023
  2. A decomposition theorem for unitary group representations on Kaplansky–Hilbert modules and the Furstenberg–Zimmer structure theorem

    In this paper, a decomposition theorem for (covariant) unitary group representations on Kaplansky–Hilbert modules over Stone algebras is...

    N. Edeko, M. Haase, H. Kreidler in Analysis Mathematica
    Article 23 May 2024
  3. Relative weak mixing is generic

    A classical result of Halmos asserts that among measure preserving transformations the weak mixing property is generic. We extend Halmos’ result to...

    Eli Glasner, Benjamin Weiss in Science China Mathematics
    Article 24 October 2018
  4. Complete metric on mixing actions of general groups

    In this paper the metric on the set of mixing actions of a countable infinite group is introduced so that the corresponding space is complete and...

    Article 06 January 2013
  5. One-cohomology and the uniqueness of the group measure space decomposition of a II1 factor

    We provide a unified and self-contained treatment of several of the recent uniqueness theorems for the group measure space decomposition of a II 1 ...

    Stefaan Vaes in Mathematische Annalen
    Article 08 March 2012
  6. Approximate transitivity property and Lebesgue spectrum

    Exploiting a spectral criterion for a system not to be AT we give some new examples of zero entropy systems without the AT property. Our examples...

    E. H. El Abdalaoui, M. Lemańczyk in Monatshefte für Mathematik
    Article 14 May 2010
  7. Entropy Theory for Cross-Sections

    We define the notion of entropy for a cross-section of an action of continuous amenable group, and relate it to the entropy of the ambient action. As...

    Article 12 February 2010
  8. A Breiman Type Theorem for Gibbs Measures

    For a translation invariant Gibbs measure on a suitable translation invariant configuration set X S G , where G is an amenable group and S is a...

    B. M. Gurevich, A. A. Tempelman in Journal of Dynamical and Control Systems
    Article 20 July 2007
  9. (C, F)-Actions in Ergodic Theory

    This is a survey of a recent progress related to the (C, F)-construction of funny rank-one actions for locally compact groups. We exhibit a variety...
    Alexandre I. Danilenko in Geometry and Dynamics of Groups and Spaces
    Chapter 2007
  10. On the dynamics of generic non-Abelian free actions

    We investigate some global generic properties of the dynamics associated to non-Abelian free actions in certain special cases. The main properties...

    Article 01 July 2004
  11. Asymptotique des nombres de Betti, invariants $l^2$ et laminations

    Let K be a finite simplicial complex. We are interested in the asymptotic behavior of the Betti numbers of a sequence of finite sheeted covers of...

    N. Bergeron, D. Gaboriau in Commentarii Mathematici Helvetici
    Article 01 April 2004
  12. Approximation of the effective conductivity of ergodic media by periodization

     This paper is concerned with the approximation of the effective conductivity σ( A , μ) associated to an elliptic operator ∇ xA ( x ,η)∇ ...

    Article 01 February 2003
  13. Invariant Cocycles Have Abelian Ranges

    Gernot Greschonig, Klaus Schmidt in Monatshefte für Mathematik
    Article 01 January 2002
  14. Entropy Theory from the Orbital Point of View

    Inspired by [17], we develop an orbital approach to the entropy theory for actions of countable amenable groups. This is applied to extend – with...

    Alexandre I. Danilenko in Monatshefte für Mathematik
    Article 01 December 2001
  15. Fitting ideals for finitely presented algebraic dynamical systems

    We consider a class of algebraic dynamical systems introduced by Kitchens and Schmidt. Under a weak finiteness condition — the Descending Chain...

    M. Einsiedler, T. Ward in Aequationes mathematicae
    Article 01 August 2000
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