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THE ET INTERVIEW: PROFESSOR MANFRED DEISTLER: Interviewed by Benedikt M. Pötscher

Published online by Cambridge University Press:  25 April 2007

Abstract

Manfred Deistler was born in St. Pölten, Austria, on September 23, 1941, as the younger of two brothers. After attending elementary school and high school (Gymnasium) in St. Pölten, he studied electrical engineering at the University of Technology Vienna, then known as the Technische Hochschule Wien. He graduated with the degree of “Diplom-Ingenieur” (which is roughly equivalent to a master's degree) in 1964. After working in industry for a year and a half, he attended the Institute of Advanced Studies Vienna and earned a diploma in economics from this institution in 1968. During this period he started work on a Ph.D. thesis in applied mathematics at the Technischen Hochschule Wien, obtaining the Ph.D. degree in 1970. After academic appointments at the University of Regensburg as an assistant professor and at the University of Bonn as an associate professor, he was appointed full professor of econometrics at the University of Technology Vienna in 1978, where he has been ever since. He is married to Dr. Gerda Deistler-Russ, and they have a daughter, Gerda.

Manfred Deistler has worked extensively in econometrics and systems identification, which has resulted in numerous papers and an important book with Ted Hannan [1]. He is also a Fellow of the Econometric Society, a Fellow of the Journal of Econometrics, and a Fellow of IEEE (The Institute of Electrical and Electronic Engineers). He is a corresponding member of the Austrian Academy of Sciences. He is or has been a member of the editorial boards of numerous scientific journals, such as Econometrica, Econometric Reviews, Econometric Theory, Empirical Economics, Journal of Econometrics, Journal of Forecasting, Journal of Mathematical Systems and Control, Journal of Multivariate Analysis, Journal of Time Series Analysis, SIAM Journal on Control and Optimization, SIAM Journal on Matrix Analysis and Applications, and Surveys on Mathematics for Industry. He also is a member of the advisory board of Econometric Theory. Manfred Deistler has also been a most important force in establishing econometrics in Austria.

The interview was conducted on February 17, 2006, in Manfred Deistler's office at the University of Technology Vienna in our common native language, German, and later was transcribed into English. The help of Ingmar Prucha in preparing the interview and comments by Hannes Ledolter, Hannes Leeb, and Richard Nickl on a first draft are gratefully acknowledged.

Type
ET INTERVIEW
Copyright
© 2007 Cambridge University Press

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Footnotes

The interviewer is at the University of Vienna.

References

REFERENCES

Akaike, H. (1976) Canonical correlation analysis of time series and the use of an information criterion. In R.H. Mehra & D.G. Lainiotis (eds.), System Identification: Advances and Case Studies, pp. 2796. Academic Press.
Anderson, T.W. (1971) The Statistical Analysis of Time Series. Wiley.
Aoki, M. (1987) State Space Modeling of Time Series. Springer-Verlag.
Bauer, D. (2005) Comparing the CCA subspace method to pseudo maximum likelihood methods in the case of no exogenous inputs. Journal of Time Series Analysis 26, 631668.Google Scholar
Box, G.E. & G.M. Jenkins (1970) Time Series Analysis, Forecasting and Control. Holden-Day.
Chamberlain, G. (1983) Funds, factors, and diversification in arbitrage pricing models. Econometrica 51, 13051323.Google Scholar
Chamberlain, G. & M. Rothschild (1983) Arbitrage factor structure and mean-variance analysis on large asset markets. Econometrica 51, 12811304.Google Scholar
Clark, J.M.C. (1976) The consistent selection of local coordinates in linear system identification. In Proceedings of the Joint Automatic Control Conference (Purdue University, West Lafayette), 576580.
Deistler, M. (1970) Die Theorie stationärer stochastischer Prozesse und ihre Anwendung in der Spektralanalyse von Zeitreihen. Dissertation, TU Wien.
Doob, J.L. (1953) Stochastic Processes. Wiley.
Dunsmuir, W. & E.J. Hannan (1976) Vector linear time series models. Advances in Applied Probability 8, 339364.Google Scholar
Forni, M., M. Hallin, M. Lippi, & L. Reichlin (2005) The generalized dynamic factor model, one-sided estimation, and forecasting. Journal of the American Statistical Association 100, 830840.Google Scholar
Frisch, R. (1934) Statistical Confluence Analysis by Means of Complete Regression Systems. Publication 5, University Økonomiske Institut, Oslo.
Glover, K. & J.C. Willems (1974) Parameterizations of linear dynamic systems: Canonical forms and identifiability. IEEE Transactions on Automatic Control 19, 640645.Google Scholar
Granger, C.W.J. & M. Hatanaka (1964) Spectral Analysis of Economic Time Series. Princeton Studies in Mathematical Economics. Princeton University Press.
Hannan, E.J. (1970) Multiple Time Series. Wiley.
Hannan, E.J. (1971) The identification problem for multiple equation systems with moving average errors. Econometrica 39, 751765.Google Scholar
Hannan, E.J. & L. Kavalieris (1984) Multivariate linear time series models. Advances in Applied Probability 16, 492561.Google Scholar
Hannan, E.J. & J. Rissanen (1982) Recursive estimation of ARMA order. Biometrika 69, 8194.Google Scholar
Hazewinkel, M. & R.E. Kalman (1976) Invariants, canonical forms, and moduli for linear constant finite-dimensional dynamical systems. In G. Marchesini & S.K. Mitter (eds.), Lecture Notes in Economics and Mathematical Systems, vol. 131, pp. 4860. Springer-Verlag.
Johnston, J. (1963) Econometric Methods. McGraw-Hill.
Kabaila, P.V. (1983) Parameter values of ARMA models minimizing the one-step-ahead prediction-error when the true system is not in the model set. Journal of Applied Probability 20, 405408.Google Scholar
Kailath, T. (1980) Linear Systems. Prentice-Hall.
Kalman, R.E. (1963) Mathematical description of linear dynamical systems. SIAM Journal on Control 1, 152192.Google Scholar
Kalman, R.E. (1965) Irreducible realizations and the degree of a rational matrix. SIAM Journal on Applied Mathematics 13, 520544.Google Scholar
Kalman, R.E. (1982) System identification from noisy data. In A.R. Bednarek & L. Cesari (eds.), Dynamical Systems II, pp. 331342. Academic Press.
Larimore, W.E. (1983) System identification, reduced order filters, and modeling via canonical variate analysis. In H.S. Rao & P. Dorato (eds.), Proceedings of the 1983 American Control Conference, pp. 445451. IEEE.
McKelvey, T. & A. Helmersson (1997) System identification using an overparametrized model class—improving the optimization algorithm. In Proceedings of the IEEE Conference on Decision and Control 1997 (San Diego), pp. 143148. IEEE.
Pötscher, B.M. (1983) Order estimation in ARMA-models by Lagrangean multiplier tests. Annals of Statistics 11, 872885.Google Scholar
Pötscher, B.M. (1985) The behaviour of the Lagrangean multiplier test in testing the orders of an ARMA model. Metrika 32, 129150.Google Scholar
Pötscher, B.M. (1987) Convergence results for maximum likelihood type estimators in multivariable ARMA models. Journal of Multivariate Analysis 21, 2952.Google Scholar
Pötscher, B.M. (1991) Noninvertibility and pseudo-maximum likelihood estimation of misspecified ARMA models. Econometric Theory 7, 435449. Corrections: Econometric Theory 10, 811.Google Scholar
Reinsel, G.C. (1993) Elements of Multivariate Time Series Analysis. Springer-Verlag.
Robinson, E.A. (1959) An Introduction to Infinitely Many Variates. Griffin.
Rozanov, Y.A. (1967) Stationary Random Processes. Holden-Day.
Schönfeld, P. (1969) Methoden der Ökonometrie, vol. 1. Vahlen.
Schönfeld, P. (1971) Methoden der Ökonometrie, vol. 2. Vahlen.
Stock, J.H. & M.W. Watson (2002) Macroeconomic forecasting using diffusion indices. Journal of Business & Economic Statistics 20, 147162.Google Scholar
Willems, J.C. (1986) From time series to linear system, part I. Automatica 22, 561580.Google Scholar
Willems, J.C. (1987) From time series to linear system, part II. Automatica 23, 87115.Google Scholar