Evaluating Yield Curve Risk in Mortgage Financing

How do you evaluate yield curve risk in mortgage financing?

Yield curve risk is the exposure that mortgages and mortgage-backed securities have to changes in interest rates across different maturities. It quantifies how shifts, slope changes, or inversions in the Treasury or swap curve alter mortgage rates, the market value of MBS, prepayment speeds, and lender profitability.
Analysts reviewing yield curve scenarios and mortgage backed securities price overlays on a large screen in a conference room

How do you evaluate yield curve risk in mortgage financing?

Yield curve risk is a practical and measurable part of mortgage decision-making for both lenders and borrowers. This guide explains the core concepts, shows step-by-step evaluation methods, offers examples, and outlines practical hedging and borrower-level responses. I draw on more than 15 years advising borrowers and mortgage teams to show what matters most in real decisions.


Why yield curves matter for mortgages

  • The yield curve plots interest rates by maturity for a benchmark instrument (typically U.S. Treasuries). Market mortgage rates and mortgage-backed securities (MBS) reference that curve when pricing credit risk, liquidity premiums, and term premia (U.S. Department of the Treasury: https://home.treasury.gov/).
  • A steep, normal curve (long rates > short rates) generally favors locking long-term fixed-rate mortgages because long-term funding is relatively more expensive but predictable. An inverted curve (short > long) signals funding stress or recession expectations and changes borrower incentives and lender hedging (Federal Reserve Economic Data—FRED: https://fred.stlouisfed.org/).
  • Mortgage instruments are sensitivity to both level and shape of the curve: a parallel shift will move rates across maturities; a flattening/steepening changes the spread between short and long rates, directly affecting fixed-rate vs. adjustable-rate mortgage attractiveness.

Authoritative data sources to monitor: Treasury daily yield curve, the Federal Reserve (FRED), and the Freddie Mac Primary Mortgage Market Survey for loan-level mortgage rate benchmarks (https://www.freddiemac.com/pmms).


Key technical concepts (plain language)

  • Duration: approximate percent change in price per 1% (100 basis point) change in yield. For example, an MBS with duration 5 falls ~5% if yields rise 1% (approx). Duration links interest-rate moves with dollar value changes.
  • Convexity: how duration itself changes as yields move. MBS typically exhibit negative convexity because of the borrower prepayment option—when rates fall, expected prepayments increase and duration shortens; when rates rise, duration lengthens.
  • Prepayment risk: mortgage borrowers can refinance or prepay, so MBS holders face timing uncertainty. Changes in the yield curve alter refinance incentives and therefore expected cash flows.
  • Option-Adjusted Spread (OAS): measures yield spread of MBS over a benchmark after adjusting for the value of the embedded prepayment option. It’s widely used by institutional investors to compare relative value.

(See Freddie Mac and FHFA research for MBS behavior and market metrics: https://www.freddiemac.com/, https://www.fhfa.gov/.)


Step-by-step evaluation for lenders and investors

  1. Define the benchmark curve and tenor focus
  • Choose Treasury maturities that best match the instrument (2‑yr and 10‑yr Treasuries are common references for short- and long-term signals). For MBS, the 10‑yr Treasury is often used (U.S. Treasury and FRED).
  1. Measure current slope and recent movements
  • Compare the 2y and 10y yields (the 2s/10s slope). A steepening slope implies rising term premium; an inversion suggests recession expectations.
  1. Calculate duration and convexity of the loan or MBS
  • Use cash‑flow models (or vendor analytics) to compute effective duration for MBS and duration for fixed-rate mortgages. For a vanilla 30‑year FRM, Macaulay duration is often in the 7–9 year range early in the amortization schedule; for MBS, effective duration is shorter and shifts with rate scenarios.
  1. Run scenario analysis (parallel shifts and non-parallel moves)
  • Apply parallel shifts (+50 bps, +100 bps, -50 bps) and curve re-shapings (steepen/flatten) to projected yields and reprice the instrument.
  • Incorporate prepayment assumptions into MBS cash flows. Use conditional prepayment rate (CPR) or public prepayment models, then calculate price and spread outcomes.
  1. Quantify P&L sensitivity
  • Approximate price change using duration: %ΔPrice ≈ -Duration × ΔYield. Add second-order convexity adjustments for greater accuracy.
  • Compare the sensitivity across mortgage products (e.g., 15‑yr vs 30‑yr, fixed vs ARM) to see which exposures are larger.
  1. Check hedging costs and residual risk
  • Estimate costs of hedges (swaps, Treasury futures, caps) and compute residual exposure after hedging. Hedging transforms a yield-curve exposure into a cost—compare that to expected losses from unhedged movement.

Step-by-step evaluation for borrowers (practical checklist)

  • Identify which rates affect your loan: short-term policy rates influence ARMs; long-term Treasury yields influence fixed 15– and 30‑year rates.
  • Run two scenarios: “lock now” vs “wait 90 days” with market-implied forward rates (spot/futures) and a reasonable probability of each scenario.
  • For refinance decisions, estimate savings vs break-even horizon including closing costs and prepayment penalties.
  • Consider loan mix: a blend of fixed and adjustable-rate components can hedge curve moves at the household level (see related guidance on rate hedging and locks below).

For practical borrower guidance see our pieces on Navigating Mortgage Rate Locks: Timing, Types, and Risks and When to Consider Interest Rate Hedging for Your Mortgage.


Example: 10‑year yield rises 100 bps — what happens?

Scenario assumptions: you hold an MBS fund with effective duration 4.5 and an unhedged fixed-rate mortgage exposure with duration 7.

  • MBS fund: approximate price change = -4.5 × 1.00 = -4.5% (ignoring convexity and prepayment shift). In practice, negative convexity can increase losses when rates rise because prepayments slow and duration lengthens.
  • Fixed-rate loan (as a borrower): market mortgage rate may increase too, making new loans more expensive; existing fixed-rate borrowers are insulated but would see lower home prices over time if higher rates suppress demand.

This simplified calculation shows how different durations produce different sensitivities. Institutional investors always add convexity and prepayment modeling; household borrowers should focus on lock timing and refinance math.


Hedging and management strategies

  • For lenders/investors:

  • Use interest-rate swaps or Treasury futures to hedge parallel interest-rate risk. Swaps can be structured across maturities to hedge curve shape exposure.

  • Use swaptions or caps to hedge non-linear exposure due to negative convexity and prepayments.

  • Maintain active prepayment modeling and regularly update OAS targets.

  • Consider dynamic hedging versus static hedges depending on balance-sheet liquidity and model confidence (see hedging primer: Interest Rate Hedging for Mortgages: Caps, Swaps, and Practical Basics).

  • For borrowers:

  • Lock rates when your affordability analysis and break-even horizon favor certainty; factor in rate‑lock extension costs.

  • Blend loan types if your horizon is uncertain (e.g., a shorter fixed rate or hybrid ARM).

  • If rates are volatile and you need protection without fully locking, consider a float-down option or consulting a broker about rate-lock products—these carry costs and conditions.


Common mistakes and misconceptions

  • “Higher short-term rates always mean worse mortgages.” Not always — short-term policy rate increases can steepen the curve or compress spreads in ways that make some ARMs relatively attractive.
  • Ignoring convexity and prepayment: using duration-only estimates for MBS can materially understate or overstate risk. Always include second-order effects for investor-level decisions.
  • Over‑hedging: hedges cost money. Match hedge cost against expected loss from an adverse curve move instead of trying to eliminate all risk.

Practical takeaways and action steps

  1. Monitor the 2‑yr/10‑yr Treasury slope and the 10‑yr level regularly (Treasury and FRED).
  2. Compute or obtain effective duration and convexity for any MBS or loan pool you hold or plan to buy.
  3. Run simple scenario stress tests (±50–100 bps parallel, and a flatten/steepen case).
  4. For borrowers, calculate a break-even refinance/lock horizon including closing costs, and consider partial hedges or blended products if your time horizon is short.
  5. Document assumptions—prepayment speeds, curve moves, and hedging costs—and re-evaluate after major economic announcements (e.g., Federal Reserve policy statements).

Sources and further reading

Professional disclaimer

This article is educational and does not replace personalized financial, tax, or legal advice. For decisions about mortgage selection, hedging, or portfolio management, consult a licensed mortgage advisor, financial planner, or institutional risk professional.

In my practice I emphasize scenario testing and clear documentation: hedge where costs are justified, and for borrowers, prioritize affordability and break-even math over trying to time the market.

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