In both the line and the circle, we shall to prove that the Cauchy problem for the ``good'' Boussinesq equation is locally well-posed in a class of Gevrey functions, which includes a class of analytic functions that can ...

A family of Boussinesq systems has recently been proposed by Bona, Chen, and Saut in [J.L. Bona, M. Chen, J.-C. Saut, Boussinesq equations and other systems for small-amplitude long waves in nonlinear dispersive media. ...

Estudiar la Ecuación de Boussinesq en diferentes dominios y con diferentes términos no lineales para explorar la propiedad de continuación única del problema, es decir la propagación de la información localizada en un ...

The numerical model FUNWAVE+Ship simulates the generation and propagation of ship waves to shore, including phenomena such as refraction, diffraction, currents and breaking of waves. The interaction of two wave trains, ...

In this work we address the problem of good posture of the nonlinear partial differential equation known as the "good" Boussinesq equation in Sobolev spaces. We will present the results of good posture in both cases, the ...

En este trabajo consideramos un sistema de Boussinesq del tipo Korteweg-de Vries en un intervalo limitado. Introduciendo condiciones de contorno adecuadas probamos la buena colocaci on y la estabilidad exponencial de las ...