The six-step portfolio management process
Portfolio managers are professionals who manage investment portfolios, with the goal of achieving their clients’ investment objectives. In recent years, portfolio manager has become one of the most coveted careers in the financial services industry. In this article, we will answer the question, what does a portfolio manager do?
There are two types of portfolio managers, distinguished by the type of clients they serve: individual or institutional. Both types of portfolio manager serve to satisfy the earning goals of their respective clientele.
The style of investing generally refers to the investment philosophy that a manager employs in their attempts to add value (e.g., beat the market benchmark return). In order to answer the question, “What does a portfolio manager do?”, we have to look at the various investing styles they might use. Some categories of major investing styles include small vs. large, value vs. growth, active vs. passive, and momentum vs. contrarian.
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So exactly how do portfolio managers go about achieving their clients’ financial goals? In most cases, portfolio managers conduct the following six steps to add value:
Individual clients typically have smaller investments with shorter, more specific time horizons. In comparison, institutional clients invest larger amounts and typically have longer investment horizons. For this step, managers communicate with each client to determine their respective desired return and risk appetite or tolerance.
Managers then determine the most suitable asset classes (e.g., equities, bonds, real estate, private equity, etc.) based on the client’s investment goals.
Strategic Asset Allocation (SAA) is the process of setting weights for each asset class – for example, 60% equities, 40% bonds – in the client’s portfolio at the beginning of investment periods so that the portfolio’s risk and return trade-off is compatible with the client’s desire. Portfolios require periodic rebalancing, as asset weights may deviate significantly from the original allocations over the investment horizon due to unexpected returns from various assets.
Both Tactical Asset Allocation (TAA) and Insured Asset Allocation (IAA) refer to different ways of adjusting the weights of assets within portfolios during an investment period. The TAA approach makes changes based on capital market opportunities, whereas IAA adjusts asset weights based on the client’s existing wealth at a given point in time.
A portfolio manager may choose to conduct either TAA or IAA, but not both at the same time, as the two approaches reflect contrasting investment philosophies. TAA managers seek to identify and utilize predictor variables that are correlated with future stock returns and then convert the estimate of expected returns into a stock/bond allocation. IAA managers, on the other hand, strive to offer clients downside protection for their portfolios by working to ensure that portfolio values never drop below the client’s investment floor (i.e., their minimum acceptable portfolio value).
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By selecting weights for each asset class, portfolio managers have control over the amount of 1) security selection risk, 2) style risk, and 3) TAA risk taken by the portfolio.
The performance of portfolios can be measured using the CAPM model. The CAPM performance measures can be derived from a regression of excess portfolio return on excess market return. This yields the systematic risk (β), the portfolio’s value-added expected return (α), and the residual risk. Below are the calculations of the Treynor ratio and Sharpe ratio, as well as the information ratio.
The Treynor ratio, calculated as Tp = (Rp-Rf)/ β, measures the amount of excess return gained by taking on an additional unit of systematic risk.
The Sharpe ratio, calculated as Sp = (Rp-Rf)/ σ, where σ = Stdev(Rp-Rf), measures the excess return per unit of total risk.
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Comparing the Treynor and Sharpe ratios can tell us if a manager is undertaking a lot of unsystematic, or idiosyncratic, risk. Idiosyncratic risks can be managed by diversification of investments within the portfolio.
The information ratio is calculated as Ip = [(Rp-Rf)- β(Rm-Rf)]/ω = α/ω, where ω represents unsystematic risk. As the numerator is value-added, and the denominator is the risk taken in order to achieve the added value, it is the most useful tool to assess the reward-to-risk of a manager’s value-added.
Thanks for reading this overview of “What Does a Portfolio Manager Do?”. In order to continue planning and preparing for a career in portfolio management, please see these additional resources:
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