In this work, we have studied numerically the dynamics of the parametrically driven damped
nonlinear Schrödinger equation (PDDNLS). The PDDNLS is a universal model to describe …

Investigating the dynamic evolution process of the ocean and ionosphere in sudden sea
conditions poses a challenging problem. To address this objective, this study utilizes actual …

We report the results of a systematic investigation of localized dynamical states in the model
of a one-dimensional magnetic wire, which is based on the Landau–Lifshitz–Gilbert (LLG) …

Small-sized systems exhibit a finite number of routes to chaos. However, in extended
systems, not all routes to complex spatiotemporal behavior have been fully explored …

We report on the triggering of localized and confined chaos described by a general cubic
order damped nonlinear Schrödinger amplitude equation containing a conjugate amplitude …

Se realiza una clasificación morfológica cualitativa sobre una muestra de cientos de
patrones bidimensionales encontrados al resolver numéricamente una ecuación nolineal …