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Hypercyclic abelian semigroups of affine maps on C^n
We give a characterization of hypercyclic abelian semigroup G of affine maps on C^n. If G is finitely generated, this characterization is explicit. We prove in... -
Hypercyclicity and k-Transitivity (k>=2) for abelian semigroup of affine maps...
In this paper, we prove that the minimal number of affine maps on C^n, required to form a hypercyclic abelian semigroup on C^n is n+1. We also prove that the action of... -
J-class of finitely generated abelian semigroups of affine mpas on C^n and Hy...
We give a characterization of hypercyclic using (locally hypercyclic) of semigroup G of affine maps of C^n. We prove the existence of a G-invariant open subset of C^n... -
Dynamics of linear operators on Grassmannians
This dissertation deals with some recent notions of linear dynamics of subspaces. In the first part, we provide a detailed study of n-supercyclicity and strong...
