Demetris Hadjiloucas

DYNAMICS OF TUPLES OF MATRICES

In this article we answer a question raised by N. Feldman in \cite{Feldman}concerning the dynamics of tuples of operators on

Regularity of invariant graphs over hyperbolic systems

\mathbb{R}^n

Topologically transitive skew-products of operators

. Inparticular, we prove that for every positive integer

Topologically transitive skew-products of backward shift operators and hypercyclicity

n\geq 2

Stochastic matrix-valued cocycles and non-homogeneous Markov chains

there exist

On the minimal number of matrices which form a locally hypercyclic, non-hypercyclic tuple

n

Somewhere dense Cesàro orbits and rotations of Cesàro hypercyclic operators

tuples

Extended abstract theory of universal series and applications

(A_1, A_2, ..., A_n)

Random and deterministic perturbation of a class of skew-product systems

of

On Super-Strong Wilf Equivalence Classes of Permutations

n\times n