1 4 Se p 20 06 Classification of Z m p k orientation preserving actions on surfaces Antonio
نویسندگان
چکیده
In this article we classify actions of the groups Z pk (p is a prime integer) on compact oriented surfaces.
منابع مشابه
2 1 Se p 20 06 Classification of Z m p k orientation preserving actions on surfaces
In this article we classify actions of the groups Z pk (p is a prime integer) on compact oriented surfaces.
متن کاملA ug 2 00 6 Classification of Z m p k orientation preserving actions on surfaces
In this article we classify actions of the groups Z pk (p is a prime integer) on compact oriented surfaces.
متن کاملOrientation Preserving Actions on Surfaces
In this article we completely classify orientation preserving actions of groups Z m pk (p is a prime integer) on compact oriented surfaces. 2000 Math. Subj. Class. 57M12, 30F10.
متن کاملSe p 20 06 Orbit equivalence for Cantor minimal Z 2 - systems
We show that every minimal, free action of the group Z2 on the Cantor set is orbit equivalent to an AF-relation. As a consequence, this extends the classification of minimal systems on the Cantor set up to orbit equivalence to include AF-relations, Z-actions and Z2-actions.
متن کاملSignature submanifolds for some equivalence problems
This article concerned on the study of signature submanifolds for curves under Lie group actions SE(2), SA(2) and for surfaces under SE(3). Signature submanifold is a regular submanifold which its coordinate components are differential invariants of an associated manifold under Lie group action, and therefore signature submanifold is a key for solving equivalence problems.
متن کامل