Extreme events robust portfolio construction in the presence of fat tails /
Main Author: | |
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Corporate Author: | |
Format: | Book |
Language: | English |
Published: |
Hoboken, N.J. :
Wiley,
2011.
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Series: | Wiley finance
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Subjects: | |
Online Access: | http://site.ebrary.com/lib/ucy/Doc?id=10494528 |
Table of Contents:
- Machine generated contents note: Preface
- Acknowledgements
- Abbreviations
- Notation
- 1 Introduction
- 1.1 Extreme events
- 1.2 The portfolio construction problem
- 1.3 Coping with really extreme events
- 1.4 Risk budgeting
- 1.5 Elements designed to maximise benefit to readers
- 1.6 Book structure
- 2. Fat Tails - In Single (i.e. Univariate) Return Series
- 2.1 Introduction
- 2.2 A fat tail relative to what?
- 2.3 Empirical examples of fat-tailed behaviour in return series
- 2.4 Characterising fat-tailed distributions by their moments
- 2.5 What causes fat tails?
- 2.6 Lack of diversification
- 2.7 A time-varying world
- 2.8 Stable distributions
- 2.9 Extreme value theory (EVT)
- 2.10 Parsimony
- 2.11 Combining different possible source mechanisms
- 2.12 The practitioner perspective
- 2.13 Implementation challenges
- 3. Fat Tails - In Joint (i.e. Multivariate) Return Series
- 3.1 Introduction
- 3.2 Visualisation of fat tails in multiple return series
- 3.3 Copulas and marginals - Sklar's theorem
- 3.4 Example analytical copulas
- 3.5 Empirical estimation of fat tails in joint return series
- 3.6 Causal dependency models
- 3.7 The practitioner perspective
- 3.8 Implementation challenges
- 4. Identifying Factors That Significantly Influence Markets
- 4.1 Introduction
- 4.2 Portfolio risk models
- 4.3 Signal extraction and principal components analysis
- 4.4 Independent Components Analysis
- 4.5 Blending together PCA and ICA
- 4.6 The potential importance of selection effects
- 4.7 Market dynamics
- 4.8 Distributional mixtures
- 4.9 The practitioner perspective
- 4.10 Implementation challenges
- 5. Traditional Portfolio Construction Techniques
- 5.1 Introduction
- 5.2 Quantitative versus qualitative approaches?
- 5.3 Risk-return optimisation
- 5.4 More general features of mean-variance optimisation
- 5.5 Manager Selection
- 5.6 Dynamic optimisation
- 5.7 Portfolio construction in the presence of transaction costs
- 5.8 Risk budgeting
- 5.9 Backtesting portfolio construction techniques
- 5.10 Reverse optimisation and implied view analysis
- 5.11 Portfolio optimisation with options
- 5.12 The practitioner perspective
- 5.13 Implementation challenges
- 6. Robust Mean-Variance Portfolio Construction
- 6.1 Introduction
- 6.2 Sensitivity to the input assumptions
- 6.3 Certainty equivalence, credibility weighting and Bayesian statistics
- 6.4 Traditional robust portfolio construction approaches
- 6.5 Shrinkage
- 6.6 Bayesian approaches applied to position sizes
- 6.7 The 'universality' of Bayesian approaches
- 6.8 Market consistent portfolio construction
- 6.9 Re-sampled mean-variance portfolio optimisation
- 6.10 The practitioner perspective
- 6.11 Implementation challenges
- 7. Regime Switching and Time-Varying Risk and Return Parameters
- 7.1 Introduction
- 7.2 Regime switching
- 7.3 Investor utilities
- 7.4 Optimal portfolio allocations for regime switching models
- 7.5 Links with derivative pricing theory
- 7.6 Transaction costs
- 7.7 Incorporating more complex autoregressive behaviour
- 7.8 Incorporating more intrinsically fat-tailed behaviour
- 7.9 More heuristic ways of handling fat tails
- 7.10 The practitioner perspective
- 7.11 Implementation challenges
- 8. Stress Testing
- 8.1 Introduction
- 8.2 Limitations of current stress testing methodologies
- 8.3 Traditional stress testing approaches
- 8.4 Reverse stress testing
- 8.5 Taking due account of stress tests in portfolio construction
- 8.6 Designing stress tests statistically
- 8.7 The practitioner perspective
- 8.8 Implementation challenges
- 9. Really Extreme Events
- 9.1 Introduction
- 9.2 Thinking outside the box
- 9.3 Portfolio purpose
- 9.4 Uncertainty as a fact of life
- 9.5 Market implied data
- 9.6 The importance of good governance and operational management
- 9.7 The practitioner perspective
- 9.8 Implementation challenges
- 10. The Final Word
- 10.1 Conclusions
- 10.2 Portfolio construction principles in the presence of fat tails
- Appendix: Exercises
- A.1 Introduction
- A.2 Fat Tails - In Single (i.e. Univariate) Return Series
- A.3 Fat Tails - In Joint (i.e. Multivariate) Return Series
- A.4 Identifying Factors That Significantly Influence Markets
- A.5 Traditional Portfolio Construction Techniques
- A.6 Robust Mean-Variance Portfolio Construction
- A.7 Regime Switching and Time-Varying Risk and Return Parameters
- A.8 Stress Testing
- A.9 Really Extreme Events.