activity
20162026
most citedLinear Dynamics Induced by Odometers

11 citations · 25 across the 14 of their papers we have counts for

collaborators

17 papers

math.DS2026

Morse-Smale dynamics in discrete Huygens networks

Jorge Buescu, Emma D'Aniello, Henrique M. Oliveira

We study discrete networks of identical phase oscillators with positive reciprocal weights and smooth odd periodic interactions, motivated by discrete models of Huygens synch…

math.DS2026

The specification property for composition operators

Nilson C. Bernardes, Emma D'Aniello, Martina Maiuriello

It is known that the operator specification property does not coincide, in general, with other notions of chaos in linear dynamics. In this paper, we show that, for a natural and w…

math.DS2025

A Lyapunov function for a Synchronisation diffeomorphism of three clocks

Jorge Buescu, Emma D'Aniello, Henrique M. Oliveira

Lyapunov functions are essential tools in dynamical systems, as they allow the stability analysis of equilibrium points without the need to explicitly solve the system's equations.…

math.DS2024★ 2 cited

Huygens Synchronization of Three Aligned Clocks

Jorge Buescu, Emma D'Aniello, Henrique M. Oliveira

This study examines the synchronization of three identical oscillators arranged in an array and coupled by small impacts, wherein each oscillator interacts solely with its nearest…

math.FA2022★ 5 cited

On spaceability of shifts-like operators on

Emma D'Aniello, Martina Maiuriello

We prove the spaceability of the set of hypercyclic vectors for {\em shifts-like operators}. Shift-like operators appear naturally as composition operators on , when the un…

math.DS2022

On the spectrum of weighted shifts

Emma D'Aniello, Martina Maiuriello

It is well-known that, in Linear Dynamics, the most studied class of linear operators is certainly that of weighted shifts, on the separable Banach spaces and , $1 \l…