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Mishkin Eakins - Financial Markets and Institutions, 7e (2012)

Strategies for Managing 

Interest-Rate Risk

Once financial institution managers have done the income gap and duration gap

analyses for their institutions, they must decide which alternative strategies to pur-

sue. If the manager of the First National Bank firmly believes that interest rates will

fall in the future, he or she may be willing to take no action knowing that the bank

has more rate-sensitive liabilities than rate-sensitive assets and so will benefit from

the expected interest-rate decline. However, the bank manager also realizes that

the First National Bank is subject to substantial interest-rate risk because there is

always a possibility that interest rates will rise rather than fall, and as we have seen,

this outcome could bankrupt the bank. The manager might try to shorten the dura-

tion of the bank’s assets to increase their rate sensitivity either by purchasing assets

of shorter maturity or by converting fixed-rate loans into adjustable-rate loans.

Alternatively, the bank manager could lengthen the duration of the liabilities. With

these adjustments to the bank’s assets and liabilities, the bank would be less affected

by interest-rate swings.

For example, the bank manager might decide to eliminate the income gap by 

increasing the amount of rate-sensitive assets to $49.5 million to equal the $49.5 mil-

lion of rate-sensitive liabilities. Or the manager could reduce rate-sensitive liabilities 

to $32 million so that they equal rate-sensitive assets. In either case, the income gap 

would now be zero, so a change in interest rates would have no effect on bank profits

in the coming year.

Alternatively, the bank manager might decide to immunize the market value of

the bank’s net worth completely from interest-rate risk by adjusting assets and lia-

bilities so that the duration gap is equal to zero. To do this, the manager can set



DUR

gap

equal to zero in Equation 4 and solve for DUR



a

:

DUR



a



L



A

⫻ DUR



l

95



100

⫻ 1.03 ⫽ 0.98




Chapter 23 Risk Management in Financial Institutions

585

These calculations reveal that the manager should reduce the average duration

of the bank’s assets to 0.98 year. To check that the duration gap is set equal to zero,

the calculation is

In this case, using Equation 5, the market value of net worth would remain

unchanged when interest rates change. Alternatively, the bank manager could calcu-

late the value of the duration of the liabilities that would produce a duration gap of

zero. To do this would involve setting DUR



gap

equal to zero in Equation 4 and solv-

ing for DUR

l

:

This calculation reveals that the interest-rate risk could also be eliminated by



increasing the average duration of the bank’s liabilities to 2.84 years. The manager

again checks that the duration gap is set equal to zero by calculating

One problem with eliminating a financial institution’s interest-rate risk by alter-

ing the balance sheet is that doing so might be very costly in the short run. The finan-

cial institution may be locked into assets and liabilities of particular durations because

of its field of expertise. Fortunately, recently developed financial instruments, such

as financial futures, options, and interest-rate swaps, help financial institutions man-

age their interest-rate risk without requiring them to rearrange their balance sheets.

We discuss these instruments and how they can be used to manage interest-rate

risk in the next chapter.



DUR

gap

⫽ 2.70 ⫺ a

95

100


⫻ 2.84 b ⫽ 0

DUR

l

⫽ DUR



a



A



L

⫽ 2.70 ⫻


100

95

⫽ 2.84



DUR

gap

⫽ 0.98 ⫺ a

95

100


⫻ 1.03 b ⫽ 0

S U M M A R Y



1. The concepts of adverse selection and moral hazard

explain the origin of many credit risk management

principles involving loan activities, including screen-

ing and monitoring, development of long-term cus-

tomer relationships, loan commitments, collateral,

compensating balances, and credit rationing.



2. With the increased volatility of interest rates that

occurred in recent years, financial institutions became

more concerned about their exposure to interest-rate

risk. Income gap and duration gap analyses tell a finan-

cial institution if it has fewer rate-sensitive assets than

liabilities (in which case a rise in interest rates will

reduce income and a fall in interest rates will raise it)

or more rate-sensitive assets than liabilities (in which

case a rise in interest rates will raise income and a fall

in interest rates will reduce it). Financial institutions can

manage interest-rate risk by modifying their balance

sheets and by making use of new financial instruments.




586

Part 7 The Management of Financial Institutions

K E Y   T E R M S

compensating balances, p. 572

credit rationing, p. 572

duration gap analysis, p. 576

gap analysis (income gap analysis),

p. 574

loan commitment, p. 571

secured loans, p. 571

Q U E S T I O N S



1. Can a financial institution keep borrowers from

engaging in risky activities if there are no restrictive

covenants written into the loan agreement?


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