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Variational method of data assimilation in the dynamic probabilistic modelling of climatic fields in the atmosphere
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V. A. OGORODNIKOV
Veröffentlicht/Copyright:
22. Oktober 2009
Published Online: 2009-10-22
Published in Print: 2000
Walter de Gruyter
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Artikel in diesem Heft
- Calculation of the radiation field in a dense medium by the Monte Carlo method
- On one generalization of the quasireversion method
- On acceleration of the convergence of one iterative method
- Numerical estimation of the coefficients of the parabolic equation by solving stochastic differential equations
- Network direct methods for discretized PDEs on structured grids
- On Newton methods in data assimilation
- Variational method of data assimilation in the dynamic probabilistic modelling of climatic fields in the atmosphere
- Inverse problem for the two-dimensional discrete Schrödinger equation
Artikel in diesem Heft
- Calculation of the radiation field in a dense medium by the Monte Carlo method
- On one generalization of the quasireversion method
- On acceleration of the convergence of one iterative method
- Numerical estimation of the coefficients of the parabolic equation by solving stochastic differential equations
- Network direct methods for discretized PDEs on structured grids
- On Newton methods in data assimilation
- Variational method of data assimilation in the dynamic probabilistic modelling of climatic fields in the atmosphere
- Inverse problem for the two-dimensional discrete Schrödinger equation
