9.1 Derivative Markets, Forward Commitments, and Claims

What a derivative is

A derivative is a financial contract whose value depends on something else, called the underlying. The underlying can be a stock, bond, interest rate, currency, commodity, credit event, or index. A derivative is useful because it lets participants transfer or reshape risk without always trading the underlying directly. Crucially, a derivative is a zero-sum transfer between two counterparties before fees, not a new pool of wealth.

For CFA Level I, Derivatives is a smaller topic by weight, roughly 5-8% of the exam, or about 9 to 14 of the 180 multiple-choice questions split across the two 135-minute sessions. Despite the modest weight, derivatives connect to fixed income, equities, alternatives, currencies, and portfolio management, so the mechanics recur in other readings.

The central question on most items is exposure: who gains and who loses as the underlying moves. Two positions on the same underlying can have very different payoffs, cash-flow timing, credit exposure, and liquidity, so reading the contract type first is essential.

Forward commitments versus contingent claims

The single most tested classification is the split between forward commitments and contingent claims.

A forward commitment obligates each party to transact or exchange cash flows in the future. The long generally benefits when the underlying price rises; the short benefits when it falls. Forwards, futures, and swaps are forward commitments and have symmetric (linear) payoffs.

A contingent claim gives one side a right tied to a future event or price. The payoff is contingent on the contingency occurring, producing an asymmetric (non-linear) payoff. Options are the Level I example: the buyer holds a right and the writer holds an obligation if exercised.

Exchange-traded versus OTC markets

Exchange-traded derivatives are standardized: the exchange sets contract size, expiration, quality grade, and settlement rules. A clearinghouse becomes the buyer to every seller and the seller to every buyer, which sharply reduces counterparty risk and supports liquidity and transparency. Futures and listed options are the main examples.

Over-the-counter (OTC) derivatives are negotiated bilaterally and can be tailored to an exact maturity, notional, underlying, and settlement currency. Customization is valuable but raises counterparty (credit) risk, documentation complexity, and liquidity risk. Forwards and most swaps trade OTC, though post-2008 reforms pushed many standardized swaps into central clearing. A cleared listed future is usually easier to close before maturity than a bespoke OTC forward; a custom OTC currency forward may match a firm's exact invoice date better than any listed contract.

Price versus value (a high-yield distinction)

The price of a derivative is the agreed contract term, such as the forward price or option premium, fixed at initiation. The value is what the existing contract is worth today. At initiation, most forward commitments have a value near zero because the forward price is set so neither side pays the other upfront. After initiation, value changes as the underlying, interest rates, dividends or income, storage cost, convenience yield, volatility, and time to expiration change.

Worked example: a long forward struck at 100 has zero value at initiation. If the market forward price later rises to 108, the right to buy at 100 is worth about 108 - 100 = 8 in present-value terms (ignoring discounting nuance), so the long now holds a positive-value contract and the short a negative-value one.

Structured aid: classify any derivative

1. Identify the underlying variable.
2. Ask whether both sides are obligated or one side holds a right.
3. Both obligated → forward commitment (linear payoff).
4. One right, one obligation → contingent claim (asymmetric payoff).
5. Identify the venue: exchange, cleared OTC, or bilateral OTC.
6. Map the classification to payoff shape, liquidity, and counterparty risk.

Why derivatives exist: the three economic roles

The curriculum frames derivative usefulness around three purposes that recur throughout the chapter. First, risk transfer: a hedger passes unwanted price or rate risk to a speculator willing to bear it for expected return. Second, price discovery: actively traded futures and options aggregate market expectations about future spot prices and volatility, so the futures curve and implied volatility carry information. Third, operational and capital efficiency: a derivative can create the same exposure as the underlying with far less capital, lower transaction cost, and easier short-selling than trading the cash asset directly.

Against these benefits the curriculum sets the costs: leverage that can amplify losses, complexity and model risk, and the potential for derivatives to be misused for hidden speculation. A Level I item may simply ask you to identify which benefit or criticism a scenario illustrates.

Exam focus

Read the position before computing anything. "Long" means the party benefits from the economic exposure the contract creates, not necessarily from owning the underlying today. A long forward benefits from a higher underlying price; a long put benefits from a lower price because the right to sell becomes more valuable. A common trap is treating the long side of a put as bullish. Then read the market structure: standardized exchange trading signals margin, clearing, and liquidity, while custom OTC trading signals tailored terms and higher bilateral credit concern.

Finally, keep the price-versus-value split front of mind, because a stem that says a forward was "entered at a price of 100" is describing the fixed contract term, whereas one asking "what is the contract worth now" is asking for value, and answering the wrong one is a frequent, avoidable error.