Agendas
Minor updates might occur during the semester, and slides and scripts will be uploaded before each lecture.
| Day no. | Date | Lecturer | Subject | Material | Exercises | |
|---|---|---|---|---|---|---|
| 1 | 2/9 | Tobias K. S. Ritschel | Kernel estimators and their applications in time series analysis Non-parametric and conditional-parametric models Mixture approximations Lag-dependence functions |
Intro Slides Videos |
lecture01_kernel_methods_approximate_pdf.txt lecture01_kernel_methods_conditional_mean.txt scripts |
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| 2 | 9/9 | Erik Lindström | Non-linear time series models Generalized transfer functions Volterra series |
Slides Slides (cons.) Slides (crypto.) |
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| 3 | 16/9 | Tobias K. S. Ritschel | State Space Models and State Space Modeling Ordinary Kalman Filter and extended filters Non-linear state space models Generalized State Space models |
Slides (recap) Slides Videos |
Classroom exercises | |
| 4 | 23/9 | Teaching Assistant | Computer exercises 1 | |||
| 5 | 30/9 | Erik Lindström | Parameter estimation in non-linear models Case studies |
Non-linear TS slides Non-linear TS scripts |
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| 6 | 7/10 | Jan Klopppenborg Møller | Forecast reconciliation Multivariate forecast evaluation |
slides_Forecast_Recon slides_Multi_Fore_Eval Bjerregaard_et_al_2021 Bergsteinson_et_al_2021 HeirarchicalGLM_moller_et_al |
Exercise06 Exercise06_data Forecast_eval_sim_ex |
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| 7 | 21/10 | Erik Lindström | Stochastic differential equations Ito Calculus Exact and approximate filters |
SDE slides SDE scripts |
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| 8 | 28/10 | Teaching Assistant | Computer exercises 2 | |||
| 9 | 4/11 | Jan Klopppenborg Møller | Estimation of linear and (some) non-linear SDEs Modelling using stochastic differential equations |
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| 10 | 11/11 | Teaching Assistant | Computer exercises 3 | |||
| 11 | 18/11 | Erik Lindström | Recursive estimation Non stationary systems |
Recursive slides Recursive slides Iter. Filt. Efficient Iterated Filtering Recursive scripts |
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| 12 | 25/11 | Jan Klopppenborg Møller Tobias K. S. Ritschel |
Modelling non-stationary systems Experimental design for dynamic system modelling Prediction in non-linear models |
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| 13 | 2/12 | Teaching Assistant | Computer exercises 4 | |||
| 17-18/12 | Exam |