In this thesis we study the asymptotic properties for the solution of the Cauchy problem for the Klein-Gordon equation with non-effective time-dependent potential. The main goal was define a suitable energy related to ...

In the present study, the response of model trailing vortices subjected to a harmonic forcing is studied. To this purpose, a globally stable non-parallel Batchelor vortex is considered as the baseflow. Direct numerical ...

Theoretical developments for hydrodynamic instability analysis are often based on eigenvalue problems, the size of which depends on the dimensionality of the reference state (or base flow) and the number of coupled equations ...

In this work, we treat theoretically the hydrodynamic propagation of water waves propagating on an inclined face. We show a linear dimensionless model to predict the motion of the long ocean waves over the selected ...

Based on some recent progress on a relation between four dimensional super Yang-Mills gauge theory and quantum integrable system, we study the asymptotic spectrum of the quantum mechanical problems described by the Mathieu ...

Las ondas de las perturbaciones de los agujeros negros dependen de los parámetros geométricos del espacio-tiempo que los describe. En este trabajo se investigan las perturbaciones en campos escalares y electromagnéticos ...

A system of neutral atoms trapped in an optical lattice and dispersively coupled to the field of an optical cavity can realize a variation of the Bose-Hubbard model with infinite-range interactions. This model exhibits a ...

El presente trabajo aborda dos tópicos centrales: el primero es el estudio de los potenciales en la física desde una perspectiva de revisión de literatura con el fin de intentar encontrar una relación entre el efecto ...