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Titlebook: Stochastic Climate Models; Peter Imkeller,Jin-Song Storch Conference proceedings 2001 Springer Basel AG 2001 Differentialgleichungen.Scale

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楼主: foresight
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A mini course on stochastic partial differential equationseir theory and applications is enormous. It was the wave equation, .which was first formulated and studied. It appeared around 1740 in the works of J.R. d’Alembert, D. Bernolli and L. Euler. The theory of the heat equation was. initiated later by J. Fourier in his book “Théorie analytique de la chaleur” published in 1822.
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1050-6977 cipants engaged in research in this exciting field. It is amazing that nearly 25 years after the formal theory of natural climate variability generated by quasi-white-noise weather forcing was developed, and almost 35 years after J . M. Mitchell first suggested this mechanism as the origin of sea-su
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Complex climate models — tools for studying the origin of stochasticity in the climate systemenergy through non-linear processes. As a consequence, the variability behavior in an integration with a complex model that represents these small-scale processes is generally different from that in an integration with a simple model that neglects these processes.
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Constrained stochastic forcingde parameter range. Here, an energy constraint is imposed on the forcing which requires the energy of the unresolved modes to be positive. The constrained stochastic forcing does not provide energy to the resolved flow in the mean. It is demonstrated that the constraint may have a strong impact on the model’s climate.
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