Interview Questions159

    Interest Rate Risk Management: Asset Sensitivity and Duration

    Asset-sensitive vs. liability-sensitive banks, deposit beta, duration gap analysis, and how banks manage interest rate exposure through ALM.

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    9 min read
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    4 interview questions
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    Introduction

    Interest rate risk is one of the most consequential risks on a bank balance sheet, alongside credit risk and liquidity risk. Because banks engage in maturity transformation (borrowing short through deposits and lending long through loans and securities), changes in interest rates affect the asset and liability sides of the balance sheet differently, creating volatility in NIM and potentially threatening capital adequacy. The 2022-2023 rate cycle (the most aggressive tightening in decades) and the subsequent SVB crisis demonstrated how devastating interest rate mismanagement can be.

    For FIG bankers, understanding interest rate sensitivity is essential for bank analysis, valuation, and M&A modeling. The NIM trajectory of a target or client bank is a key driver of earnings projections, and the ability to assess whether that trajectory will improve or deteriorate as rates change is fundamental to FIG advisory work.

    Asset Sensitivity vs. Liability Sensitivity

    A bank's interest rate sensitivity position describes how its earnings respond to changes in market interest rates.

    Asset-sensitive banks have more rate-sensitive assets than liabilities. When rates rise, interest income on assets (particularly floating-rate loans) increases faster than interest expense on liabilities, expanding NIM. When rates fall, the reverse occurs: asset yields decline faster than funding costs, compressing NIM. Most US commercial banks are modestly asset-sensitive because a significant portion of their loan portfolios (C&I loans, variable-rate CRE) reprices with short-term rate changes, while a large share of deposits (checking, savings) reprices slowly or not at all.

    Liability-sensitive banks have more rate-sensitive liabilities than assets. When rates rise, funding costs increase faster than asset yields, compressing NIM. This can occur when a bank holds a large portfolio of long-duration, fixed-rate assets (such as 30-year mortgages or long-dated bonds) funded by rate-sensitive deposits or wholesale borrowings.

    Asset-Liability Management (ALM)

    The strategic process by which banks manage the relationship between their assets and liabilities to optimize the risk/return profile across interest rate scenarios. ALM encompasses measurement (quantifying interest rate sensitivity through gap analysis, duration analysis, and earnings-at-risk modeling), monitoring (tracking sensitivity metrics against board-approved limits), and management (adjusting the balance sheet through loan mix, investment portfolio, deposit strategy, and hedging to achieve the desired sensitivity position). ALM is overseen by the bank's Asset-Liability Committee (ALCO), which typically meets monthly and includes senior management from treasury, lending, and finance. For FIG analysts, the ALCO minutes and interest rate sensitivity disclosures in 10-K filings provide critical insight into the bank's rate risk positioning.

    The theoretical distinction between asset-sensitive and liability-sensitive banks is much cleaner than the reality. The actual NIM impact of any rate change depends on the behavioral response of both borrowers and depositors, which introduces significant model uncertainty. The most consequential uncertainty lies in deposit repricing.

    Measuring Interest Rate Risk

    Banks use several frameworks to measure and monitor interest rate exposure:

    Gap Analysis

    Gap analysis measures the difference between rate-sensitive assets and rate-sensitive liabilities across different repricing time buckets (0-3 months, 3-6 months, 6-12 months, 1-5 years, 5+ years). A positive gap (more rate-sensitive assets than liabilities in a given period) means the bank benefits from rising rates in that repricing window. A negative gap means it benefits from falling rates.

    Duration Gap

    Duration gap takes a more comprehensive approach by measuring the weighted average duration of assets minus the weighted average duration of liabilities, adjusted for leverage:

    Duration Gap=DA(LA)×DL\text{Duration Gap} = D_A - \left(\frac{L}{A}\right) \times D_L

    Where DAD_A is the duration of assets, DLD_L is the duration of liabilities, and L/AL/A is the ratio of liabilities to assets. A positive duration gap means the bank's assets have longer duration than its liabilities, exposing it to declining economic value when rates rise (because long-duration assets lose more value than short-duration liabilities).

    Earnings at Risk (EaR) and Economic Value of Equity (EVE)

    Earnings at Risk (EaR) models the change in NII over a 12-24 month horizon under various rate scenarios (typically +/- 100, 200, 300, and 400 basis points). This is the most common regulatory sensitivity disclosure.

    Economic Value of Equity (EVE) measures the change in the net present value of all assets minus all liabilities under rate shocks. EVE captures the long-term economic impact, while EaR captures the near-term earnings impact. Regulators focus on both.

    MetricWhat It MeasuresTime HorizonPrimary Use
    Gap analysisRepricing mismatch by time bucketVaries by bucketQuick screening
    Duration gapWeighted avg duration mismatchInstantaneousEconomic value impact
    Earnings at Risk (EaR)Change in NII under rate shocks12-24 monthsEarnings sensitivity
    Economic Value of Equity (EVE)Change in NPV of equity under shocksLong-termCapital adequacy

    Managing Interest Rate Risk

    Banks manage their interest rate exposure through three primary tools:

    Balance sheet positioning: Adjusting the mix of floating-rate vs. fixed-rate assets and liabilities. A bank seeking to reduce asset sensitivity might originate more fixed-rate loans or extend investment portfolio duration. A bank seeking to reduce liability sensitivity might shift toward floating-rate lending or shorten deposit maturities.

    Investment portfolio management: The securities portfolio is the primary tool for fine-tuning the balance sheet's rate sensitivity. Buying longer-duration bonds reduces asset sensitivity (and increases duration gap); selling long bonds and buying short-duration securities increases asset sensitivity.

    Hedging with derivatives: Interest rate swaps are the most common hedging tool. A bank can enter a "receive fixed, pay floating" swap to synthetically convert floating-rate assets into fixed-rate exposure (reducing asset sensitivity), or a "pay fixed, receive floating" swap to increase asset sensitivity. Larger banks may also use interest rate caps, floors, and swaptions.

    Interest Rate Risk in M&A

    In bank M&A, interest rate sensitivity analysis is critical for two reasons. First, the acquirer must understand the target's current rate positioning to model pro forma NIM under different rate scenarios. If the acquirer is asset-sensitive and the target is liability-sensitive, the combined entity may have a more balanced profile (which can be a strategic rationale for the deal). Second, the acquirer must assess whether the target's rate risk management practices are sound. A target with excessive duration risk, inadequate hedging, or unrealistic deposit beta assumptions may face future NIM compression that would impair the deal's economic value.

    The international regulatory framework for interest rate risk has tightened since SVB. The EBA's updated guidelines on Interest Rate Risk in the Banking Book (IRRBB), aligned with the Basel Committee's standards, require European banks to disclose both EVE and NII sensitivities under six standardized rate shock scenarios. This provides more granular and comparable rate risk disclosure than most US banks publish, and FIG bankers working on cross-border mandates should be familiar with both the US 10-K sensitivity disclosures and the European IRRBB framework when assessing relative rate risk positioning.

    Interview Questions

    4
    Interview Question #1Medium

    How does interest rate risk affect a bank, and what is asset-liability management?

    Banks face interest rate risk because their assets and liabilities reprice at different speeds and durations.

    Asset-sensitive banks (more assets than liabilities repricing in the near term) benefit from rising rates: loan yields increase faster than deposit costs. Liability-sensitive banks benefit from falling rates.

    Key concepts:

    Duration gap = Duration of assets minus duration of liabilities. A positive gap means asset values are more sensitive to rate changes. Banks typically have a positive duration gap (long-duration loans, short-duration deposits).

    Deposit beta = The percentage of a rate change that a bank passes through to depositors. A 40% beta means a 100 bps rate increase leads to only a 40 bps deposit cost increase. Lower betas are better for banks in a rising rate environment.

    Asset-Liability Management (ALM) is the discipline of managing the balance sheet to optimize the risk/return tradeoff from interest rate movements. The ALCO (Asset-Liability Committee) oversees this function, using tools like interest rate swaps, securities portfolio positioning, and loan/deposit pricing to manage the bank's rate sensitivity.

    Metrics: Banks report NII sensitivity (e.g., "+100 bps parallel shift = +$X million NII impact") and Economic Value of Equity (EVE) sensitivity in their 10-K filings. These disclosures are critical for modeling and interview discussions.

    Interview Question #2Hard

    If interest rates fall 200 basis points, what happens to a typical commercial bank's earnings and balance sheet?

    The impact depends on the bank's asset-liability profile, but for a typical asset-sensitive bank:

    Earnings impact (NII): - Loan yields decline. Floating-rate loans (C&I, CRE) reprice lower immediately. Fixed-rate loans reprice as they mature and are replaced. Assume asset beta of 50%: earning assets of $100B x 50% x -2.00% = -$1.0 billion in interest income. - Deposit costs decline, but with a lag and lower beta. Assume deposit beta of 30% on $75B interest-bearing deposits: $75B x 30% x -2.00% = -$450 million in interest expense savings. - Net NII impact: -$1.0B + $0.45B = -$550 million. A significant hit to earnings.

    However, there is a floor: deposit rates cannot go below zero, so in a very low-rate environment, deposit betas compress to near zero while asset yields keep falling. This is the "NIM squeeze" banks experienced in 2020-2021.

    Balance Sheet impact: - Bond portfolio (AFS securities) increases in value as rates fall, creating unrealized gains in AOCI. This strengthens GAAP equity. - Prepayment speeds on mortgages accelerate (homeowners refinance), shortening the duration of the mortgage portfolio and forcing reinvestment at lower yields. - Loan demand may increase as borrowing becomes cheaper, partially offsetting the margin compression through volume growth.

    The overall impact: falling rates compress NIM and reduce earnings for asset-sensitive banks, but improve bond portfolio values and can stimulate loan growth. This is the kind of multi-dimensional analysis FIG interviewers look for.

    Interview Question #3Medium

    What is the impact of an inverted yield curve on a bank's profitability?

    An inverted yield curve occurs when short-term interest rates exceed long-term rates. This is damaging for banks because of the fundamental maturity transformation model: banks borrow short (deposits, which reprice to higher short-term rates) and lend long (loans and securities, which are locked in at lower long-term rates).

    Direct NIM compression. The bank's cost of funds rises (short-term deposit rates increase) while asset yields are capped (long-term lending rates fall or stay flat). This squeezes net interest margin, the primary revenue driver.

    Example: A bank funds itself at 5.0% (short-term) and lends at 4.5% (long-term). The spread is negative 50 bps, meaning the bank loses money on new lending. Existing fixed-rate loans originated at higher long-term rates provide a cushion, but as they mature and are replaced by lower-yielding loans, NIM erodes.

    Behavioral effects: 1. Deposit pricing pressure. Short-term rates set the floor for deposit competition. Banks must raise deposit rates to prevent outflows, increasing funding costs. 2. Loan demand decline. An inverted curve typically signals recession expectations, which reduces business and consumer loan demand. 3. Credit quality risk. Recessions following yield curve inversions increase loan defaults and provisions.

    Mitigants: Banks with large non-interest-bearing deposit bases (which cost zero regardless of short-term rates), diversified fee income, and floating-rate loan books are better positioned. The inverted curve from 2022-2024 pressured many regional banks but had less impact on diversified money-center banks with substantial fee revenue.

    For interviews: this is one of the most commonly asked FIG questions. Lead with the maturity transformation explanation, quantify the NIM impact, then discuss the broader implications.

    Interview Question #4Easy

    What does it mean for a bank to be 'asset-sensitive' vs. 'liability-sensitive'?

    Asset-sensitive means the bank's assets reprice faster than its liabilities when interest rates change. Most banks are asset-sensitive because they hold floating-rate loans (which reprice immediately) funded by deposits (which reprice with a lag and at a lower beta). When rates rise, an asset-sensitive bank benefits: asset yields increase faster than funding costs, expanding NIM. When rates fall, the bank is hurt.

    Liability-sensitive means the bank's liabilities reprice faster than its assets. This is less common but occurs when a bank has a large fixed-rate loan book (mortgages, long-term CRE) funded by rate-sensitive wholesale borrowings or CDs. When rates rise, a liability-sensitive bank is hurt because funding costs increase before asset yields adjust.

    How to assess sensitivity: - Look at the bank's 10-K interest rate sensitivity disclosure (required), which shows the projected NII impact of +/- 100 and +/- 200 bps rate shocks. - Analyze the asset repricing schedule (what % of loans reprice within 1 year) vs. the liability repricing schedule (what % of deposits and borrowings reprice within 1 year). - Deposit beta is the key variable: if deposits have a 40% beta (only 40% of a rate change passes through to deposit costs), the bank retains 60% of the rate increase on the funding side.

    Example: A bank discloses that a +100 bps parallel shift increases NII by $150 million. This confirms asset sensitivity. A -100 bps shift decreases NII by $120 million (asymmetric because deposit rates have a floor at zero).

    This is a foundational FIG concept. Interviewers expect you to know which way your bank benefits from rate changes and why.

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