Portfolio Construction and Capital Market Expectations
Learning Outcome Statement:
explain the specification of asset classes in relation to asset allocation; describe the principles of portfolio construction and the role of asset allocation in relation to the IPS
Summary:
This LOS covers the principles of portfolio construction, focusing on strategic asset allocation (SAA) and its role in achieving investment objectives as outlined in the Investment Policy Statement (IPS). It also discusses capital market expectations, which involve the investor's expectations about the risk and return prospects of various asset classes and how these expectations shape the SAA.
Key Concepts:
Strategic Asset Allocation (SAA)
SAA involves setting percentage allocations to various asset classes based on the client's long-term objectives, risk profile, and investment constraints. It aims to expose the investor to systematic risks of asset classes in proportions that meet their risk and return objectives.
Capital Market Expectations
These are the investor's expectations concerning the risk and return prospects of asset classes. They are quantified in terms of expected returns, standard deviations of returns, and correlations among asset classes, and are crucial in forming the SAA.
Asset Classes
Asset classes are categories of assets with similar characteristics, attributes, and risk-return relationships. Traditional asset classes include cash, equities, and bonds, while alternative investments might include private equity, hedge funds, and commodities.
Investment Policy Statement (IPS)
The IPS outlines the client's investment objectives, risk tolerance, constraints, and other relevant factors. It serves as a foundation for formulating the SAA and guides the overall portfolio construction process.
Formulas:
Expected Return of an Asset Class
The expected return of an asset class is calculated as the sum of the risk-free rate and the risk premiums associated with that asset class. Risk premiums compensate for the additional risks taken by investing in the asset class over the risk-free rate.
Variables:
- :
- Expected return of the asset class
- :
- Risk-free rate
- :
- Risk premium associated with the asset class