State-Space Methods for Time Series Analysis

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A01=A. Alexandre Trindade
A01=Alfredo Garcia-Hiernaux
A01=Jose Casals
A01=Miguel Jerez
A01=Sonia Sotoca
advanced state-space modeling techniques
Algebraic Riccati Equation
Annual Model
Author_A. Alexandre Trindade
Author_Alfredo Garcia-Hiernaux
Author_Jose Casals
Author_Miguel Jerez
Author_Sonia Sotoca
Block Hankel Matrices
Category=KCH
Category=PBT
E4 MATLAB toolbox
eq_bestseller
eq_business-finance-law
eq_isMigrated=1
eq_isMigrated=2
eq_nobargain
eq_non-fiction
Extended Observability Matrix
Filtering and smoothing
Fixed Interval Smoothing
GARCH Error
Gdp Trend
Kalman filtering
Kronecker Indices
LCF
likelihood estimation
Linear SS Model
Ma Root
Missing data
mixed effects modeling
Ml Estimate
model estimation
Non-conformable Sample
Nonconformable Samples
Observation Errors
panel data analysis
Quarterly Model
SEM Representation
signal decomposition
signal extraction
SM
SS Model
SS Representation
Staircase Algorithm
state-space model
state-space representation
Structural Time Series Models
subspace methods
time series
time series imputation
Unobservable Modes
Van Overschee
VARMAX
Vice Versa

Product details

  • ISBN 9781482219593
  • Weight: 520g
  • Dimensions: 156 x 234mm
  • Publication Date: 23 Mar 2016
  • Publisher: Taylor & Francis Inc
  • Publication City/Country: US
  • Product Form: Hardback
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The state-space approach provides a formal framework where any result or procedure developed for a basic model can be seamlessly applied to a standard formulation written in state-space form. Moreover, it can accommodate with a reasonable effort nonstandard situations, such as observation errors, aggregation constraints, or missing in-sample values.

Exploring the advantages of this approach, State-Space Methods for Time Series Analysis: Theory, Applications and Software presents many computational procedures that can be applied to a previously specified linear model in state-space form.

After discussing the formulation of the state-space model, the book illustrates the flexibility of the state-space representation and covers the main state estimation algorithms: filtering and smoothing. It then shows how to compute the Gaussian likelihood for unknown coefficients in the state-space matrices of a given model before introducing subspace methods and their application. It also discusses signal extraction, describes two algorithms to obtain the VARMAX matrices corresponding to any linear state-space model, and addresses several issues relating to the aggregation and disaggregation of time series. The book concludes with a cross-sectional extension to the classical state-space formulation in order to accommodate longitudinal or panel data. Missing data is a common occurrence here, and the book explains imputation procedures necessary to treat missingness in both exogenous and endogenous variables.

Web Resource
The authors’ E4 MATLAB® toolbox offers all the computational procedures, administrative and analytical functions, and related materials for time series analysis. This flexible, powerful, and free software tool enables readers to replicate the practical examples in the text and apply the procedures to their own work.

Jose Casals is head of global risk management at Bankia. He is also an associate professor of econometrics at Universidad Complutense de Madrid.

Alfredo Garcia-Hiernaux is an associate professor of econometrics at Universidad Complutense de Madrid and a freelance consultant.

Miguel Jerez is an associate professor of econometrics at Universidad Complutense de Madrid and a freelance consultant. He was previously executive vice-president at Caja de Madrid for six years.

Sonia Sotoca is an associate professor of econometrics at Universidad Complutense de Madrid.

Drs. Casals, Garcia-Hiernaux, Jerez, and Sotoca are all engaged in a long-term research project to apply state-space techniques to standard econometric problems. Their common research interests include state-space methods and time series econometrics.

A. Alexandre (Alex) Trindade is a professor of statistics in the Department of Mathematics and Statistics at Texas Tech University and an adjunct professor in the Graduate School of Biomedical Sciences at Texas Tech University Health Sciences Center. His research spans a broad swath of theoretical and computational statistics.

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