Browsing by Author "Schraudner, Michael"

Now showing items 1-5 of 5

    • Classification of sofic projective subdynamics of multidimensional shifts of finite type 
      Pavlov, Ronnie; Schraudner, Michael (Amer Mathematical Soc, 2015)
      Motivated by Hochman's notion of subdynamics of a Z(d) subshift (2009), we define and examine the projective subdynamics of Z(d) shifts of finite type (SFTs) where we restrict not only the action but also the phase space. ...
    • Entropies realizable by block gluing Z(d) shifts of finite type 
      Pavlov, Ronnie; Schraudner, Michael (Springer, 2015)
      In [9], Hochman and Meyerovitch gave a complete characterization of the set of topological entropies of Z(d) shifts of finite type (SFTs) via a recursion-theoretic criterion. However, the Zd SFTs they constructed in the ...
    • One-dimensional projective subdynamics of uniformly mixing Z(d) shifts of finite type 
      Schraudner, Michael (Cambridge Univ Press, 2015)
      We investigate under which circumstances the projective subdynamics of multidimensional shifts of finite type can be non-sofic. In particular, we give a sufficient condition ensuring the one-dimensional projective ...
    • PROJECTIONAL ENTROPY AND THE ELECTRICAL WIRE SHIFT 
      Schraudner, Michael (2010)
      In this paper we present an extendible, block gluing Z3 shift of finite type Wel in which the topological entropy equals the L-projectional entropy for a two-dimensional sublattice L Z3, even so Wel is not a full ...
    • Z(d) group shifts and Bernoulli factors 
      Boyle, Mike; Schraudner, Michael (CAMBRIDGE UNIV PRESS, 2008-04)
      In this paper, a group shift is an expansive action of Z(d) on a compact metrizable zero-dimensional group by continuous automorphisms. All group shifts factor topologically onto equal-entropy Bernoulli shifts; abelian ...