Praise for Robust Portfolio Optimization and Management"In the half century since Harry Markowitz introduced his elegant theory for selecting portfolios, investors and scholars have extended and refined its application to a wide range of real-world problems, culminating in the contents of this maste
Robust equity portfolio management + website : formulations, implementations, and properties using MATLAB
โ Scribed by Fabozzi, Frank J.; Kim, Jang-Ho; Kim, Woo Chang
- Publisher
- Wiley
- Year
- 2015
- Tongue
- English
- Leaves
- 259
- Series
- Frank J. Fabozzi series
- Category
- Library
No coin nor oath required. For personal study only.
โฆ Synopsis
"This is a comprehensive book on robust portfolio optimization, which includes up-to-date developments and will interest readers looking for advanced material on portfolio optimization. The book will also attract introductory-level readers because it begins by reviewing the foundations of portfolio optimization. The material in this book emphasizes applications in equity portfolio management and includes MATLAB Read more...
Abstract:
โฆ Table of Contents
Content: The Frank J. Fabozzi Series
Title Page
Copyright
Table of Contents
Dedication
Preface
Chapter 1: Introduction
1.1 Overview of the Chapters
1.2 Use of MATLAB
Notes
Chapter 2: Mean-Variance Portfolio Selection
2.1 Return of Portfolios
2.2 Risk of Portfolios
2.3 Diversification
2.4 Mean-Variance Analysis
2.5 Factor Models
2.6 Example
Key Points
Notes
Chapter 3: Shortcomings of Mean-Variance Analysis
3.1 Limitations on the Use of Variance
3.2 Difficulty in Estimating the Inputs
3.3 Sensitivity of Mean-Variance Portfolios
3.4 Improvements on Mean-Variance Analysis Key PointsNotes
Chapter 4: Robust Approaches for Portfolio Selection
4.1 Robustness
4.2 Robust statistics
4.3 Shrinkage Estimation
4.4 Monte Carlo Simulation
4.5 Constraining Portfolio Weights
4.6 Bayesian Approach
4.7 Stochastic Programming
4.8 Additional Approaches
Key Points
Notes
Chapter 5: Robust Optimization
5.1 Worst-Case Decision Making
5.2 Convex Optimization
5.3 Robust Counterparts
5.4 Interior Point Methods
Key Points
Notes
Chapter 6: Robust Portfolio Construction
6.1 Some Preliminaries
6.2 Mean-Variance Portfolios
6.3 Constructing Robust Portfolios 6.4 Robust Portfolios with Box Uncertainty6.5 Robust Portfolios with Ellipsoidal Uncertainty
6.6 Closing Remarks
Key Points
Notes
Chapter 7: Controlling Third and Fourth Moments of Portfolio Returns via Robust Mean-Variance Approach
7.1 Controlling Higher Moments of Portfolio Return
7.2 Why Robust Formulation Controls Higher Moments
7.3 Empirical Tests
Key Points
Notes
Chapter 8: Higher Factor Exposures of Robust Equity Portfolios
8.1 Importance of Portfolio Factor Exposure
8.2 Fundamental Factor Models in the Equity Market 8.3 Factor Dependency of Robust Portfolios: Theoretical Arguments8.4 Factor Dependency of Robust Portfolios: Empirical Findings
8.5 Factor Movements and Robust Portfolios
8.6 Robust Formulations That Control Factor Exposure
Key Points
Notes
Chapter 9: Composition of Robust Portfolios
9.1 Overview of Analyses
9.2 Composition Based on Investment Styles
9.3 Composition Based on Additional Factors
9.4 Composition Based on Stock Betas
9.5 Robust Portfolio Construction Based on Stock Beta Attributes
Key Points
Notes
Chapter 10: Robust Portfolio Performance 10.1 Portfolio Performance Measures10.2 Historical Performance of Robust Portfolios
10.3 Measuring Robustness
Key Points
Notes
Chapter 11: Robust Optimization Software
11.1 YALMIP
11.2 ROME (Robust Optimization Made Easy)
11.3 AIMMS
Key Points
Notes
About the Authors
About the Companion Website
Index
End User License Agreement
โฆ Subjects
Portfolio management;Investments;Mathematical models;Investment analysis;Mathematical models;BUSINESS & ECONOMICS;Investments & Securities
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