Dynamics of tuples of matrices G Costakis, D Hadjiloucas, A Manoussos
Proceedings of the American Mathematical Society 137 (3), 1025-1034, 2009
38 2009 On the minimal number of matrices which form a locally hypercyclic, non-hypercyclic tuple G Costakis, D Hadjiloucas, A Manoussos
Journal of mathematical analysis and applications 365 (1), 229-237, 2010
26 2010 Regularity of invariant graphs over hyperbolic systems D Hadjiloucas, MJ Nicol, CP Walkden
Ergodic theory and Dynamical systems 22 (2), 469-482, 2002
17 2002 Somewhere dense Cesaro orbits and rotations of Cesaro hypercyclic operators G Costakis, D Hadjiloucas
Studia Mathematica 3 (175), 249-269, 2006
16 2006 Random and deterministic perturbation of a class of skew-product systems D Broomhead, D Hadjiloucas, M Nicol
Dynamics and Stability of Systems 14 (2), 115-128, 1999
16 1999 Topologically transitive skew-products of operators F Bayart, G Costakis, D Hadjiloucas
Ergodic Theory and Dynamical Systems 30 (1), 33-49, 2010
9 2010 Extended abstract theory of universal series and applications D Hadjiloucas
Monatshefte für Mathematik 158 (2), 151-178, 2009
6 2009 The hypercyclicity criterion and hypercyclic sequences of multiples of operators G Costakis, D Hadjiloucas
Journal of Operator Theory, 341-355, 2009
6 2009 Topologically transitive skew-products of backward shift operators and hypercyclicity G Costakis, D Hadjiloucas
Proceedings of the American Mathematical Society 136 (3), 937-946, 2008
4 2008 On super-strong Wilf equivalence classes of permutations D Hadjiloucas, I Michos, C Savvidou
arXiv preprint arXiv:1611.04014, 2016
3 2016 Dynamics of tuples of complex upper triangular Toeplitz matrices G Costakis, D Hadjiloucas, A Manoussos
arXiv preprint arXiv:1008.0780, 2010
2 2010 On some properties of dynamically attracting invariant graphs D Hadjiloucas
PQDT-UK & Ireland, 2000
1 2000 Perturbation of iterated function systems with a logarithmic average contraction condition D Hadjiloucas, M Nicol, A Öberg
Umeå University. Department of Mathematics, 1999
1 1999 -tuples of complex commuting matrices are not hypercyclicG Costakis, A Manoussos, D Hadjiloucas
2010 Locally hypercyclic tuples of operators D Hadjiloucas
Functional Analysis Valencia 2010, 2010
2010 Stochastic matrix-valued cocycles and non-homogeneous Markov chains D Hadjiloucas
Discrete and Continuous Dynamical Systems 17 (4), 731-738, 2006
2006 Ergod. Th. & Dynam. Sys.(2009), 29, 733–735 c 2009 Cambridge University Press Printed in the United Kingdom JP Allouche, M Clarke, N Sidorov, F Balibrea, T Downarowicz, R Hric, ...
Ergod. Th. & Dynam. Sys.(2009), 29, 733—735© 2009 Cambridge University Press Printed in the United Kingdom V Spitalsky, A Banyaga, DE Hurtubise, D Hadjiloucas, A Blokh, X Buff, ...
N-TUPLES OF COMPLEX N× N COMMUTING MATRICES ARE NOT HYPERCYCLIC G COSTAKIS, D HADJILOUCAS, A MANOUSSOS
On the minimal number of matrices which form a j-class non-hypercyclic tuple G Costakis, D Hadjiloucas, A Manoussos