Mathematics for the Fluid Earth

Por: Cambridge University
The purpose of this programme is to bring together scientists from very different perspectives in models of the dynamics of the fluid components of the Earth system. This interest may be directly into the modelling, also numerical, or at a more abstract modelling level in terms of understanding the climate system as a complex dynamical system. This programme aims to prove that there is a close connection between “core” questions and problems of pure and applied mathematics and “core” questions of geophysical fluid dynamics relevant for the investigation of the climate system and of its component, and that these are closely linked to defining rigorously what is a good model for a complex system. The aim of the programme is to provide a common ground for fostering mutually stimulating and inspiring exchanges and for creating opportunities for future research.

Read more at http://www.newton.ac.uk/programmes/MFE/
91 episodios disponibles

Latest episodes of the podcast Mathematics for the Fluid Earth

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Lagrangian solutions for semigeostrophic system in physical space 09/12/2013
Large-scale tropical atmospheric dynamics: asymptotic nondivergence? 13/12/2013
Mathematical analysis of equatorial waves 08/11/2013
Mathematical Study of Certain Geophysical Models: Global Regularity and Finite-time Blowup Results 06/12/2013
Modelling the interactions of near-inertial waves and vortical motion in the ocean 06/12/2013
Monge-Ampère equations: geometry, invariants, and applications in 3D meteorological models 13/12/2013
Navier-Stokes equations on a rotating sphere 09/12/2013
Noise, Fluctuation, and Response in Geophysical Fluid Dynamics 04/11/2013
Nonequilibrium response, relaxation and the t-mixing condition 29/11/2013
Nonequilibrium statistical mechanics approach to turbulence 03/02/2014
Nonequilibrium statistical mechanics of climate variability: modelling issues and applications to data assimilation techniques 04/11/2013
Nonequilibrium: from heat conduction, to turbulence (to life): Rothschild Distinguished Visiting Fellow lecture 15/11/2013
On bounded velocity/bounded vorticity solutions to the incompressible 2D Euler equations 22/11/2013
On the use of Ruelle's formalism in response theory 31/10/2013
On the vortex-wave system 15/11/2013
On thermodynamics of stationary states of diffusive systems 31/10/2013
On Time Integration and the Use of Clebsch Variables in Shallow Water Equations 17/12/2013
Optimal location problems with routing cost 04/11/2013
Paleo-climatic time series: statistics and dynamics 30/10/2013
Perturbations of the Lorentz Gas via Spectral Methods 14/11/2013
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