The Econometric Modelling of Financial Time Series

Now in its second edition, this is an excellent intermediate-level text on time series analysis for financial markets. Targeted to academics or theoretically inclined practitioners, the book offers a scholarly discussion of topics relevant to financial markets.

 

Opening chapters focus on linear ARMA and ARIMA models. Next the book turns to non-linear models, including stochastic volatility, GARCH, regime switching and bilinear models. Another chapter explores the use of stable distributions for modeling fat-tailed return distributions. Linear models discussed in the opening chapters can be extended to accommodate such distributions. Two chapters explore sophisticated regression models. A final chapter discussed topics such as long-run relationships, trends and cycles.

Contents

1. Introduction

2. Univariate linear stochastic models: basic concepts

3. Univariate linear stochastic models: further topics

4. Univariate non-linear stochastic models

5. Modelling return distributions

6. Regression techniques for non-integrated financial time series

7. Regression techniques for integrated financial time series

8. Further topics in the analysis of integrated financial time series

This is not an elementary book. The writing tends to be succinct, but it is mathematically rigorous. Discussions focus on univariate time series. Applications are mentioned, but these tend to be of an academic nature. Don't expect practical discussions of financial engineering or risk management.

If you have read Brockwell and Davis (2002) or Enders (2003), you will be equipped to read this book. Alexander (2001) is inadequate preparation. Occasional references to advanced probability or stochastic calculus make some familiarity with those subjects desirable.

What I like about this book is the fact that it offers discussions at a level of Hamilton (1994) or Gourieroux and Monford (1997) without getting bogged down in econometric topics that lack relevance to finance. It is more accessible and more practical than Gourieroux and Jasiak (2001). Topics such as cointegration, martingales, and conditional heteroskedasticity are discussed in detail. References to the financial literature abound.

 

 

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