Loading
WSU Lexicon: Portfolio Management
Risk is exposure to uncertain outcomes, including the possibility of loss. In investing it covers market, credit and liquidity risk as well as non-financial risks such as operational or legal failures. No single statistic captures it; volatility measures one dimension, the spread of returns.
Volatility, the standard deviation of returns, is one measure of risk, not a synonym for it.
The entry
In everyday speech risk means danger. In finance it means uncertainty about outcomes: the chance that the result differs from what was expected, in either direction. An investment with a known, guaranteed payoff carries no risk in this sense even if the payoff is small; an investment with a wide range of possible outcomes is risky even if most of them are gains.
Investors are compensated for bearing some risks and not others. A diversified investor can eliminate company-specific surprises at little cost, so markets do not pay a premium for them. Market-wide risk cannot be diversified away, and assets more exposed to it must offer higher expected returns to attract buyers.
The entry
Risk comes in several forms. Market risk stems from swings in interest rates, currencies, commodity prices and asset prices. Credit risk refers to the chance that a borrower or counterparty does not pay in full and on time. Liquidity risk, in the market sense, is the cost of selling quickly, including any price concession. Beyond these financial risks sit non-financial ones: operational failures, legal and regulatory change, model errors and the risk of running out of cash.
Each dimension has its own measures. Standard deviation and beta describe market risk; default probability and loss severity describe credit risk; bid-ask spreads and trading volume describe liquidity. Downside measures such as semideviation, value at risk and maximum drawdown focus on the losses that standard deviation treats symmetrically with gains.
The entry
The standard deviation of returns, called volatility, is the most widely used risk statistic because it is easy to compute and fits neatly into portfolio mathematics. But it treats an unexpected gain exactly like an unexpected loss, and it can understate danger in assets whose returns are skewed or that trade rarely. A private loan valued with a model may show low volatility for years and then lose a large share of its value in a single default.
Variance, the square of standard deviation, is measured in squared units, so it cannot be compared directly with a return expressed in percent. Analysts therefore quote volatility for interpretation and use variance and covariance for calculation.
The entry
Candidates should distinguish total risk from systematic risk, explain why only systematic risk is priced in the CAPM, and know which measure fits which question: standard deviation for the total risk of a portfolio, beta for an asset's contribution to a diversified portfolio, and downside measures when losses matter more than symmetric variation. In risk management, they should be able to place a given risk in the financial or the non-financial group.
The broader discipline is to name the risk before measuring it. A question about default, illiquidity or a legal dispute is not answered by quoting a standard deviation, and a low volatility figure is no evidence that an investment is safe.
Common trap
Volatility measures how widely returns spread around their mean, up and down alike. Risk is broader: default, illiquidity, leverage and operational failures can cause losses in assets whose measured volatility looked low until the moment it mattered.
In practice
Silicon Valley Bank failed in March 2023 while holding large amounts of high-quality government and agency securities. The losses came from interest rate risk on long-dated holdings and a rapid run on deposits, not from borrowers defaulting.
Candidates ask
See also
One entry from the WSU Lexicon every day. Browse the full archive.