Multivariate Time Series Analysis
Lecture (S. Mittnik)
Tuesday,13.06. - 25.07.2017, 2 pm - 6 p.m., c.t., Geschw.-Scholl-Pl. 1 (A) - A 015
Tutorial (F. Spanhel)
Monday, 12.06. - 24.07.2017; 4 p.m. - 7:45 p.m., Ludwigstr. 28, Room 503
Lecture and tutorial in English.
- ARMA processes
- Structural analysis
- Modeling nonstationary time series
- Modeling time-varying parameters
Target audience: Advanced students and PhD students in econometrics, statistics, VWL, BWL, mathematics or computer science.
Prerequisites: Profound knowledge in matrix-algebra and econometrics (econometrics I) or statistics (linear models). Basic knowledge in univariate time series analysis is not demanded but of advantage.
Record of achievement: This course consists of two parts. The first part of „Multivariate Time Series Analysis“ is equivalent to the lecture „Multivariate Zeitreihen/Multivariate Time Series“ (3 ECTS-Credits) for statisticians; the second part can be recognised as „Ausgewählte Gebiete der theoretischen Statistik B/Selected Topics in theoretic Statistics B“ (3 ECTS-Credits). For each part there will be a separate exam that takes one hour. That is, you only have to attend the first part (see below) of the course if you want to obtain credit points for the course “Multivariate Zeitreihen”. Apart from that, the whole course is equivalent to "Time-Series Econometrics" and counts as a class for Ph.D. candidates in economics. Both exams constitute the exam you have to pass in order to obtain the "Schein" for "Time-Series Econometrics".
Altogether, there are 5 problem sets in the tutorial. Problem sheets 1, 2 (theoretical properties of VAR(p) processes), and 4 (estimation of VAR(p) processes) belong to the first part „Multivariate Zeitreihen“. Problem sheets 3 (granger-causality, impulse-response-analysis, innovations accounting) and 5 (integrated and cointegrated processes) are relevant for the second part.
All relevant material and information regarding the course can be accessed through Moodle.
The password required to enroll into the Moodle course will be announced in lectures and exercises.
- Mostly recommended: Lütkepohl, H., New Introduction to Multiple Time Series Analysis, New York: Springer-Verlag, 2005
- For the mathematically-inclined: Brockwell, P. J. and Davis, R. A. (1987), Time Series: Theory and Methods (2nd edition)
- Hamilton, J. D. (1994), Time Series Analysis, Princeton University Press
- Lütkepohl, H., Krätzig, M. (2004), Applied Time Series Econometrics, Cambridge University Press
- Rinne, H. and Specht, K. (2002), Statistische Modellierung, Schätzung und Prognose, Vahlen
- Tsay, R. S. (2005), Analysis of Financial Time Series (2nd edition), Wiley-Interscience
- Wei, W. W. S.(2005), Time Series Analysis: Univariate and Multivariate Methods (2nd edition), Addison-Wesley