Data Assimilation comprehensively covers data assimilation and
inverse methods, including both traditional state estimation and
parameter estimation. This text and reference focuses on various
popular data assimilation methods, such as weak and strong
constraint variational methods and ensemble filters and smoothers.
It is demonstrated how the different methods can be derived from a
common theoretical basis, as well as how they differ and/or are
related to each other, and which properties characterize them,
using several examples.
Rather than emphasize a particular discipline such as
oceanography or meteorology, it presents the mathematical framework
and derivations in a way which is common for any discipline where
dynamics is merged with measurements. The mathematics level is
modest, although it requires knowledge of basic spatial statistics,
Bayesian statistics, and calculus of variations. Readers will also
appreciate the introduction to the mathematical methods used and
detailed derivations, which should be easy to follow, are given
throughout the book. The codes used in several of the data
assimilation experiments are available on a web page. In
particular, this webpage contains a complete ensemble Kalman filter
assimilation system, which forms an ideal starting point for a user
who wants to implement the ensemble Kalman filter with his/her own
dynamical model.
The focus on ensemble methods, such as the ensemble Kalman
filter and smoother, also makes it a solid reference to the
derivation, implementation and application of such techniques. Much
new material, in particular related to the formulation and solution
of combined parameter and state estimation problems and the general
properties of the ensemble algorithms, is available here for the
first time.
The 2nd edition includes a partial rewrite of Chapters 13 an 14,
and the Appendix. In addition, there is a completely new Chapter on
"Spurious correlations, localization and inflation," and an updated
and improved sampling discussion in Chap 11.
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