Katok, Svetlana
Ugarcovici, Ilie http://orcid.org/0000-0003-4548-9519
Funding for this research was provided by:
Simons Foundation (281407)
Article History
Received: 30 September 2016
Accepted: 3 May 2017
First Online: 16 May 2017
Change Date: 6 March 2018
Change Type: Correction
Change Date: 6 March 2018
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Type: Correction
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group Γ.
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group ?.
Change Date: 6 March 2018
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group ��.
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group ��.
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group ��.
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group ��.
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group ��.
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group ��.
Change Details: The paper [2] studies the dynamics of a class of circle maps and their two-dimensional natural extensions built using the generators of a given cocompact and torsion-free Fuchsian group ��.
Change Date: 6 March 2018
Change Date: 6 March 2018
Change Date: 6 March 2018
Change Date: 6 March 2018
Change Date: 6 March 2018
Change Date: 6 March 2018