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Estimating time series models by state space methods in Python: Statsmodels
ΒΆ
Abstract
Introduction
State space models
Kalman Filter
Initialization
State and disturbance smoothers
Simulation smoother
Practical considerations
Additional remarks
Example models
Parameter estimation
Representation in Python
Object oriented programming
Representation
Additional remarks
Practical considerations
Example models
Maximum Likelihood Estimation
Direct approach
Integration with Statsmodels
Example models
Posterior Simulation
Markov chain Monte Carlo algorithms
Implementing Metropolis-Hastings: the local level model
Implementing Gibbs sampling: the ARMA(1,1) model
Implementing Gibbs sampling: real business cycle model
Out-of-the-box models
SARIMAX
Unobserved components
VAR
Dynamic factors
Conclusion
References
Appendix A: Installation
Dependencies
Appendix B: Inherited attributes and methods
sm.tsa.statespace.MLEModel
sm.tsa.statespace.MLEResults
SimulationSmoothResults
Appendix C: Real business cycle model code
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State Space Estimation of Time Series Models in Python: Statsmodels 0.1 documentation
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