activity
20162024
most citedBreakdown of a 2D heteroclinic connection in the Hopf-zero singularity (I)

4 citations · 7 across the 5 of their papers we have counts for

collaborators

5 papers

math.DS2024

On the Arnold diffusion mechanism in Medium Earth Orbit

Elisa Maria Alessi, Inmaculada Baldomá, Mar Giralt +1

Space debris mitigation guidelines represent the most effective method to preserve the circumterrestrial environment. Among them, end-of-life disposal solutions play a key role. A…

math.AP2023

A rigorous derivation of the asymptotic wavenumber of spiral wave solutions of the complex Ginzburg-Landau equation

Maria Aguareles, Inmaculada Baldomá, Tere M. -Seara

In this work n-armed Archimedian spiral wave solutions of the complex Ginzburg-Landau equation are considered. These solutions are showed to depend on two characteristic parameters…

math.DS2023

Splitting of separatrices for rapid degenerate perturbations of the classical pendulum

Inmaculada Baldomá, Teresa M. -Seara, Román Moreno

In this work we study the splitting distance of a rapidly perturbed pendulum with $g(τ)=\sum_{…

math.DS20163 cited

Breakdown of a 2D heteroclinic connection in the Hopf-zero singularity (II). The generic case

I. Baldomá, O. Castejón, T. M. Seara

In this paper we prove the breakdown of the two-dimensional stable and unstable manifolds associated to two saddle-focus points which appear in the unfoldings of the Hopf-zero sing…

math.DS20164 cited

Breakdown of a 2D heteroclinic connection in the Hopf-zero singularity (I)

I. Baldomá, O. Castejón, T. M. Seara

In this paper we study a beyond all order phenomenon which appears in the analytic unfoldings of the Hopf-zero singularity. It consists in the breakdown of a two-dimensional hetero…