Econometric Modelling of European Money Demand

The introduction of a single European currency constitutes a remarkable instance of internationalization of monetary policy. Whether a concomitant internationalization can be detected also in the econometric foundations of monetary policy is the topic dealt with in this book. The basic theoretical ingredients comprise a data-driven approach to econometric modelling and a generalized approach to cross-sectional aggregation. The empirical result is a data-consistent structural money demand function isolated within a properly identified, dynamic macroeconomic system for Europe. The book itself evolved from a research project within the former Son derforschungsbereich SFB 178 "Internationalization of the Economy" at the University of Konstanz. Its finalization entails a due amount of gratitude to be extended into several directions: I am personally indebted, first of all, to my academic supervisor, Professor Dr. Nikolaus Laufer, for originally inspiring this work and for meticulously perusing its eventual result. Professor Dr. Win fried Pohlmeier, as a second supervisor, provided valuable confidence bounds around an earlier draft. The comments of both supervisors contributed substantially to the present shape of the book. I am institutionally indebted to the University of Konstanz, notably its Faculty of Economics and Statistics, for continuous provision of an excellent research environment, and to the Deutsche Forschungsgemeinschaft in Bonn for generous sponsorship of the former SFB, whose financial support dur ing that period is gratefully acknowledged. I am also indebted to Dresdner Bank AG Frankfurt, Risk Methodology Trading, for benign tolerance of all distractions associated with the preparation of the final manuscript.

Includes supplementary material: sn.pub/extras

Inhalt
1 Introduction.- 2 Econometric Modelling.- 3 Autoregressive Probability Models.- 4 Structural ECM Models.- 5 Aggregation.- 6 Empirical Money Demand.- 7 Conclusions.- A Technical Appendix.- A.1 Expansion of Polynomials.- A.2 Granger Representation Theorem.- A.3 Concentration of Likelihoodfunction.- A.4 Aggregation of Indices.- A.5 Identification of Cointegration Vectors.- A.6 Invalid SECM for Germany.- A.7 Data Sources.- List of Abbreviations.- List of Mathematical Symbols.- References.