Modelling Nonlinearities in the German Stock Market
(Sprache: Englisch)
Some fundamental changes in the financial markets reflect an evolution from the rational linear analytical approach of traditional finance to a quite new approach which incorporates nonlinearity as well as a new view into the dynamics of financial markets....
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Some fundamental changes in the financial markets reflect an evolution from the rational linear analytical approach of traditional finance to a quite new approach which incorporates nonlinearity as well as a new view into the dynamics of financial markets. Since the return and risk management models use the variance as a key variable for risk, and since the traditional normal model disregards the nonlinearities present in stock markets, the author has improved the fit of the volatility in the German equity market using nonlinear ARCH models.This work focuses on the behaviour of the German equity market, the significance of which is growing in the global financial market. The practical objective is to demonstrate how nonlinear features in stock market volatility can be incorporated in financial theory to improve the forecasting capabilities of financial models.
Inhaltsverzeichnis zu „Modelling Nonlinearities in the German Stock Market “
Contents: Traditional theory of financial modelling (Efficient Market Hypothesis, Portfolio Theory, CAMPM, Value at Risk) - Nonlinearity - Tests of Efficiency - Linear und nonlinear statistical models - ARCH Models - Trading Volume - Empirical analysis of the German stock market.
Autoren-Porträt von Sophie Robé
The Author: Sophie Robé, born in 1971, studied Business and Management at the INSEEC in Paris and graduated at the University of Kassel, Germany in Economics in 1992. She worked from 1993-1997 as a researcher at the Departmetn of Banking and Finance of the University of Kassel and completed her Ph.D. in December 1998.
Bibliographische Angaben
- Autor: Sophie Robé
- 1999, Neuausgabe, XII, 165 Seiten, Maße: 15,1 x 21,1 cm, Kartoniert (TB), Englisch
- Verlag: Peter Lang Ltd. International Academic Publishers
- ISBN-10: 3631346182
- ISBN-13: 9783631346181
- Erscheinungsdatum: 01.05.1999
Sprache:
Englisch
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