Mean‐Variance Model for Portfolio Selection
Frank J. Fabozzi, Harry M. Markowitz, Petter N. Kolm, Francis Gupta
Abstract
Open-access reader
Frank J. Fabozzi, Harry M. Markowitz, Petter N. Kolm, Francis Gupta
Abstract
Open-access reader
The theory of portfolio selection together with capital asset pricing theory provides the foundation and the building blocks for the management of portfolios. The goal of portfolio selection is the construction of portfolios that maximize expected returns consistent with individually acceptable levels of risk. Using both historical data and investor expectations of future returns, portfolio selection uses modeling techniques to quantify expected portfolio returns and acceptable levels of portfolio risk and provides methods to select an optimal portfolio.
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The theory of portfolio selection together with capital asset pricing theory provides the foundation and the building blocks for the management of portfolios. The goal of portfolio selection is the construction of portfolios that maximize expected returns consistent with individually acceptable levels of risk. Using both historical data and investor expectations of future returns, portfolio selection uses modeling techniques to quantify expected portfolio returns and acceptable levels of portfolio risk and provides methods to select an optimal portfolio.
Key concepts: Portfolio, Post-modern portfolio theory, Modern portfolio theory, Selection (genetic algorithm), Replicating portfolio, Black–Litterman model, Capital asset pricing model, Portfolio optimization