We study a reaction–diffusion mathematical model for the evolution of atherosclerosis as an
inflammation process by combining analytical tools with computer-intensive numerical …

We study a climatologically important interaction of two of the main components of the
geophysical system by adding an energy balance model for the averaged atmospheric …

We consider a coupled model surface-deep ocean effect, where an Energy Balance Model
(EBM) is used for modelling the surface temperature and a two-dimensional heat equation …

We present some results on the mathematical treatment of a global two-dimensional
diffusive climate model with land-sea distribution. The model is based on a long time …

In this work we obtain the numerical solution of a coupled ocean-atmosphere model of
interest in climate applications. The methodology followed makes use of a finite volume …

This poster is a review of some results obtained in collaboration with JI Dıaz in the last years.
We have studied the existence and multiplicity of solutions to several transient and equilibria …

We study a climate energy balance model with continents distribution. We are concerned
with the number of the steady states. The space scales are relatively large. The space …

In this talk we will show several methods to analyze the long time behaviour of solutions to
2D Navier-Stokes models when some hereditary characteristics (constant, distributed or …

On a global climate energy balance model with dynamic and diffusive boundary conditions
Page 1 Thirteenth International Conference Zaragoza-Pau on Mathematics and its Applications …

In this work we compute the numerical solution of a global climate model including deep
ocean effect. The model is based on that proposed by Watts and Morantine in (Watts & …