Solution stationnaire de l'équation de coagulation de gouttelettes en chute avec le vent horizontal
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Some results about multiplicity and bifurcation of stationary solutions of a reaction diffusion climatological model.
Jesús Ildefonso Díaz, Jesús Hernández, Lourdes Tello (2002)
RACSAM
In this survey we collect several results concerning S-type bifurcation curves for the number of solutions of reaction-diffusion stationary equations. In particular, we recall several results in the literature for the case of stationary energy balance models.
Stability and contagion measures for spatial extreme value analyzes
Cecília Fonseca, Helena Ferreira, Luísa Pereira, Ana Paula Martins (2014)
Kybernetika
As part of global climate change an accelerated hydrologic cycle (including an increase in heavy precipitation) is anticipated (Trenberth [20, 21]). So, it is of great importance to be able to quantify high-impact hydrologic relationships, for example, the impact that an extreme precipitation (or temperature) in a location has on a surrounding region. Building on the Multivariate Extreme Value Theory we propose a contagion index and a stability index. The contagion index makes it possible to quantify...
Système primitif de l'océan-atmosphère et limite quasi-géostrophique
J.-Y. Chemin (1995/1996)
Séminaire Équations aux dérivées partielles (Polytechnique)
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