Mathematical Paradigms of Climate Science

Mathematical Paradigms of Climate Science

Portaluri, Alessandro; Ancona, Fabio; Cannarsa, Piermarco; Jones, Christopher

Springer International Publishing AG

05/2018

228

Mole

Inglês

9783319818153

15 a 20 dias

454

Descrição não disponível.
1 Christof Meile and Chris K. R. T. Jones: A mathematical perspective on microbial processes in Earth's biogeochemical cycles.- 2 Fatiha Alabau-Boussouira, Piermarco Cannarsa and Masahiro Yamamoto: Source reconstruction by partial measurements for a class of hyperbolic systems in cascade.- 3 Didier Auroux, Jacques Blum and Giovanni Ruggiero: Data assimilation for geophysical fluids: the diffusive back and forth nudging.- 4 Alberto Carrassi and Stephane Vannitsem: Deterministic treatment of model error in geophysical data assimilation.- 5 Franco Flandoli: Remarks on stochastic Navier-Stokes equations.- 6 Jan Gairing, Michael Hoegele, Tetiana Kosenkova and Alexei Kulik: On the calibration of Levy driven time series with coupling distances and an application in paleoclimate.- 7 Damon McDougall and Chris K. R. T. Jone:, Decreasing flow uncertainty in Bayesian inverse problems through Lagrangian drifter control.- 8 Takahito Mitsui and Michel Crucifix: Effects of additive noise on the stability of glacial cycles.- 9 Francesco Paparella: Turbulence, Horizontal Convection, and the Ocean's Meridional Overturning Circulation.- 10 Alessio Porretta and Enrique Zuazua: Remarks on long time versus steady state optimal control.
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Climate change;Data assimilation;Optimal control;Earth system processes;Numerical simuations