We present a series of examples of endomorphisms and automorphisms arising from subfactors, which illustrate some of the recent theorems in non-commutative entropy theory. Moreover it is shown that for these examples the Connes-Størmer entropy of the automorphism is maximal and coincides with the topological entropy. This follows from the theorems our examples illustrate, and is also showed directly
The notion of dynamical entropy for Z n -actions by automorphisms of C - algebras is studied. T...
It is shown that for two dynamical approximation entropies (one C ∗ and one W ∗) the implementing in...
The theory of endomorphism rings of algebraic structures allows, in a natural way, a systematic appr...
Let {Si}ni=1 be generators of the Cuntz algebraOn and let Φ be the *-endomorphism of On defined by Φ...
AbstractFor an automorphism α of a unital C*-algebra A, we give a definition of an entropy htφ(α) wi...
Noncommutative topological entropy estimates are obtained for polynomial gauge invariant endomorphis...
Shereshevsky has shown that a shift-commuting homeomorphism from the two-dimensional full shift to i...
Abstract. Certain classes of automorphisms of reduced amalgamated free products of C algebras are sh...
AbstractWe show the analogue for the entropy of automorphisms of finite von Neumann algebras of the ...
The new notion of adjoint algebraic entropy of endomorphisms of Abelian groups is introduced. Variou...
The usual notion of algebraic entropy associates to every group (monoid) endomorphism a value estima...
Abstract. In this note, we establish a connection between the dynamical de-gree, or algebraic entrop...
Abstract. We consider the topological entropy of state space and quasi-state space homeomorphisms in...
Abstract. We introduce a version of Voiculescu-Brown approximation entropy for isometric automorphis...
Let A be an AF C*-algebra and [special characters omitted] be an automorphism. It is shown that the ...
The notion of dynamical entropy for Z n -actions by automorphisms of C - algebras is studied. T...
It is shown that for two dynamical approximation entropies (one C ∗ and one W ∗) the implementing in...
The theory of endomorphism rings of algebraic structures allows, in a natural way, a systematic appr...
Let {Si}ni=1 be generators of the Cuntz algebraOn and let Φ be the *-endomorphism of On defined by Φ...
AbstractFor an automorphism α of a unital C*-algebra A, we give a definition of an entropy htφ(α) wi...
Noncommutative topological entropy estimates are obtained for polynomial gauge invariant endomorphis...
Shereshevsky has shown that a shift-commuting homeomorphism from the two-dimensional full shift to i...
Abstract. Certain classes of automorphisms of reduced amalgamated free products of C algebras are sh...
AbstractWe show the analogue for the entropy of automorphisms of finite von Neumann algebras of the ...
The new notion of adjoint algebraic entropy of endomorphisms of Abelian groups is introduced. Variou...
The usual notion of algebraic entropy associates to every group (monoid) endomorphism a value estima...
Abstract. In this note, we establish a connection between the dynamical de-gree, or algebraic entrop...
Abstract. We consider the topological entropy of state space and quasi-state space homeomorphisms in...
Abstract. We introduce a version of Voiculescu-Brown approximation entropy for isometric automorphis...
Let A be an AF C*-algebra and [special characters omitted] be an automorphism. It is shown that the ...
The notion of dynamical entropy for Z n -actions by automorphisms of C - algebras is studied. T...
It is shown that for two dynamical approximation entropies (one C ∗ and one W ∗) the implementing in...
The theory of endomorphism rings of algebraic structures allows, in a natural way, a systematic appr...