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Table of Contents
Introduction
Part I Mathematical Formulation: Problem formulation
Maximum a posteriori solution
Strong-constraint 4DVar
Weak constraint 4DVar
Kalman filters and 3DVar
Randomized-maximum-likelihood sampling
Low-rank ensemble methods
Fully nonlinear data assimilation
Localization and inflation
Methods’ summary
Part II Examples and Applications: A Kalman filter with the Roessler model
Linear EnKF update
EnKF for an advection equation
EnKF with the Lorenz equations
3Dvar and SC-4DVar for the Lorenz 63 model
Representer method with an Ekman-flow model
Comparison of methods on a scalar model
Particle filter for seismic-cycle estimation
Particle flow for a quasi-geostrophic model
EnRML for history matching petroleum models
ESMDA with a SARS-COV-2 pandemic model
Final summary
References
Index.
Part I Mathematical Formulation: Problem formulation
Maximum a posteriori solution
Strong-constraint 4DVar
Weak constraint 4DVar
Kalman filters and 3DVar
Randomized-maximum-likelihood sampling
Low-rank ensemble methods
Fully nonlinear data assimilation
Localization and inflation
Methods’ summary
Part II Examples and Applications: A Kalman filter with the Roessler model
Linear EnKF update
EnKF for an advection equation
EnKF with the Lorenz equations
3Dvar and SC-4DVar for the Lorenz 63 model
Representer method with an Ekman-flow model
Comparison of methods on a scalar model
Particle filter for seismic-cycle estimation
Particle flow for a quasi-geostrophic model
EnRML for history matching petroleum models
ESMDA with a SARS-COV-2 pandemic model
Final summary
References
Index.