Treasury Futures Hedge Ratio by DV01

The numerator must identify what is at risk: one cash Treasury, a portfolio, or another rate-sensitive exposure. The denominator must identify a particular Treasury futures product and month. A broad “Treasury hedge” label does not show whether the two sides use the same currency, unit, valuation time, yield scenario, curve definition, or sensitivity convention.

The purpose also needs a separate record. A partial sensitivity reduction, a duration adjustment, and a full offset are different objectives. This guide does not select an objective, direction, or target percentage; it explains the information a ratio needs before those choices can be described.

DV01 and BPV defines the one-basis-point sensitivity record that must be normalized first.

Match the valuation date and time, currency, notional or face-value unit, yield-shock size, curve or yield definition, and sign convention before comparing two sensitivities. A cash portfolio's dollar value per basis point cannot safely be divided by a futures number calculated from a different time, different unit, or different shock definition.

For a standard price-quoted, physically deliverable Treasury note or bond future, the contract sensitivity may depend on the current CTD security and conversion factor. Treasury futures DV01 sets out that contract-specific scope. It does not apply a delivery-basket relationship to every Treasury-related futures design.

CME's Treasury education presents a simple dollar-weighted relationship:

Sensitivity ratio = BPV at risk ÷ BPV of the named futures contract

The output describes how two normalized one-basis-point sensitivities compare. It does not by itself set a long or short direction, decide what portion of an exposure should be changed, resolve a fractional-contract choice, or account for execution and account constraints. Those decisions require information outside a bare ratio.

Keep the numerator and denominator beside the result. A formula with two unlabeled DV01 values hides the conditions that decide whether it can be reproduced. Futures hedge ratio and basis risk adds the general distinction between a sensitivity ratio and the risks left after a hedge.

The ratio does not make a cash Treasury or portfolio identical to a futures contract. In a standard deliverable contract, CTD and conversion-factor inputs can matter. The cash exposure and futures contract can also differ through basis, non-parallel yield-curve moves, liquidity, the delivery process, rolling to another month, and the time at which each value is observed.

Treasury futures basis explains why the cash reference and futures contract must remain distinct. Treasury futures roll shows why replacing one month with another creates a new contract record rather than preserving every nearby input unchanged.

Save the exposure source, futures product and month, price fields, observation times, DV01 or BPV units, CTD and conversion-factor inputs where applicable, the calculation result, any rounding, and the stated objective. Review the record when the contract month, cash holdings, price inputs, or methodology changes.

A disciplined record is more useful than a permanent hedge number. It makes clear what was measured, which assumptions were made, and which residual risks were not removed. It also prevents an old ratio from appearing more current or more complete than it is.

This guide describes a sensitivity-comparison framework. It does not recommend a futures position, hedge direction, contract count, portfolio adjustment, or rate view. Current contract specifications, prices, financing, margin, liquidity, account policies, and a user's objectives all matter in a real decision.