Transcript ISGAP Management
Interest Rate Risk Management: ISGAP
Copyright 2014 by Diane S. Docking 1
Learning Objectives
Define the repricing gap measure of interest rate risk.
Understand the process of ISGAP management
Copyright 2014 by Diane S. Docking 2
Managing Interest Rate Risk
Changes in interest rates: cause variability in net interest income (NII) and net interest margin (NIM) impact value of financial assets, liabilities, and reinvestment returns cause repricing of loans, securities, and deposits impacting NII Copyright 2014 by Diane S. Docking 3
Interest Rate Risk Management aka: ALM
Purpose: To Control a Bank’s Sensitivity to Changes in Market Interest Rates and Limit its Losses in its Net Income or Equity To formulate strategies and take actions that shape a bank’s balance sheet in a way that contributes to its desired goals.
To maximize the bank’s margin or spread.
To maximize the stock value at an acceptable level of risk.
Done by an Asset/Liability Committee (ALCO) In general, a short-run management tool: Construct a sources and uses of funds statement.
NIMs are controlled by this management.
Copyright 2014 by Diane S. Docking 4
Def n : Net Interest Margin & Net Interest Income
NIM
NII
Total Earning Assets
or NIM NII Total Assets * where:
NII
interest income
interest expense
* Or Total Average Assets Copyright 2014 by Diane S. Docking 5
Def n : Interest-Sensitive Assets (ISA or RSA*)
Interest rate is subject to change/repricing within a year:
Short-Term Securities and Loans Variable-Rate Securities and Loans Current portion of Fixed-Rate Securities and Loans to be received *Interest or Rate sensitive Copyright 2014 by Diane S. Docking 6
Def n : NON Interest-Sensitive Assets
Interest rate is NOT subject to change/repricing within a year:
Cash in vault Reserves at Fed** Fixed-rate L-T loans and securities (except current portion coming due next year if know this) PP&E Other non-earning assets: intangibles, accruals, prepaids, etc.
**Reserves at Fed currently earn 0 - .25%; began in 2008.
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Def n : Interest-Sensitive Liabilities (ISL or RSL*)
Interest rate is subject to change/repricing within a year:
Borrowings from Money Markets Short-Term Savings Accounts** Adjustable rate Money-Market Deposits Variable-Rate Deposits *Interest or Rate sensitive **% that is “core” is not rate sensitive Copyright 2014 by Diane S. Docking 8
Def n : NON Interest-Sensitive Liabilities
Interest rate is NOT subject to change/repricing within a year:
DDA paying no interest Deposits where interest rates cannot be adjusted within a year Fixed-rate Long-term savings, CD’s IRAs Fixed-rate Long-term debt Copyright 2014 by Diane S. Docking 9
ISGAP
GAP = ISA - ISL
Positive GAP where ISA > ISL Negative GAP where ISL > ISA Copyright 2014 by Diane S. Docking 10
Portfolio Maturity Mismatch Copyright 2014 by Diane S. Docking 11
Other Interest-Sensitive Gap Measurements
To compare 2 or more banks, or track a bank over time, use the:
Relative ISGAP
ratio =
Gap$/Total Assets or
Interest Sensitivity ratio
= RSA$/$RSL$.
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Example: Relative GAP Ratio
Relative GAP ratio - computes a standardized gap so you can compare different banks of different sizes.
TA ISGAP Bank 1 $1 million $100,000 But: Relative Gap Ratio 10% Bank 2 $100 million $ 5 million 5% Copyright 2014 by Diane S. Docking 13
Example: ISGAP Measures
RSA = $100 million RSL = $70 million TA = $300 million therefore: ISGAP = 100 – 70 = $ million
(positive)
Relative ISGAP = 30/300 =
% (positive)
ISRatio = 100/70 =
(> 1)
An
-Sensitive
Bank: Positive Dollar Interest-Sensitive Gap Positive Relative Interest-Sensitive Gap Interest Sensitivity Ratio Greater than One RSA = $100 million RSL = $140 million TA = $300 million therefore: ISGAP = 100 – 140 =
(negative)
Relative ISGAP = -40/300 =
(negative)
ISRatio = 100/140 =
million % (< 1)
A
-Sensitive
Bank: Negative Dollar Interest-Sensitive Gap Negative Relative Interest-Sensitive Gap Interest Sensitivity Ratio Less than One Copyright 2014 by Diane S. Docking 14
Measuring effect of interest rate changes The change in the dollar amount of net interest income ( NII) is: 1.
If rates on assets and liabilities move the same: $ NII = ISGAP$ ( i) 2.
If rates on assets and liabilities do not move the same: $ NII = RSA$ ( i A ) - RSL$ ( i L ) Copyright 2014 by Diane S. Docking 15
Relationship Between ISGAP and Changes in NII
ISGAP + + 0 0
i + + + -
NII
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Example: ISGAP Management
10% interest sensitive 20% interest sensitive 20% mature in 1 year Copyright 2014 by Diane S. Docking 17 Risk Management Association home page http://www.rmahq.org
Solution to Example: ISGAP Management Rate-Sensitive Assets =
RSA
= ___________ Rate-Sensitive Liabs =
RSL
= __________
GAP
= RSA RSL = Copyright 2014 by Diane S. Docking 18
Solution to Example: ISGAP Management
if i
5% Asset Income Liability Costs ∆ NII OR = +5% = +5% = $1.6m
$32.0m
$49.5m
$ 2.5
∆ NII = GAP ∆i= $17.5m 5% = +$ 1.6m
= +$ 2.5m
= $0.9m
=
$0.9m
Since RSL > RSA, i
results in: NIM
, NII
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Example 2: ISGAP management
Waller Bank has the following financial information: Assets: Annual Income* Cash $ 5 million T-bill securities, 90-day @6% $ 20 million T-bonds, 5 year @ 8% $ 8 million Loans, 10 year, FR @8.125% $ 80 million Other assets Total Assets $ 7 million $120 million $ 0 $ 1.20 million $ 0.64 million $ 6.50 million $ 0 . $ 8.34 million Liabilities & Equity Capital: Demand deposits, no interest $ 5 million Time deposits, 30-day @ 4% $ 90 million Time deposits, 5 year @ 6% $ 15 million Total Liabilities Total Equity Capital Annual Expense* $ 0 $ 3.60 million $ 0.90 million $110 million $ 4.50 million $ 10 million NII $ 3.84 million $120 million *Assume rollover at current rate of any S-T asset or liability.
20 Copyright 2014 by Diane S. Docking
Example 2: ISGAP management (cont.)
a) b) c) d) What is the bank’s NIM?
If interest rates rise 2% next year, what will be the NIM?
What if interest rates on assets increase only 90% the rate of liabilities?
Explain how the bank could “insulate” itself against changes in interest rates.
Copyright 2014 by Diane S. Docking 21
Solution for Example 2: ISGAP management a) NIM = NII/TA = $3.84/$120 =
_________
b) ISGAP = ISA- ISL = 20 – 90 = _________________ $ NII = ISGAP$ ( i) = -$70 million (+.02) = _____________________; therefore, New NIM assuming TA do not change = ($3.84 - $1.4)/$120 = $2.44/$120 =
_____
22 Copyright 2014 by Diane S. Docking
Solution for Example 2: ISGAP management (cont.) c) If interest rates on assets increase only 1.8% then: $ NII = RSA$ ( i A ) - RSL$ ( i L ) = [$20 (.018)] – [$90 (+.02)] =.36 – 1.8 =
_________________
New NIM assuming TA do not change = ($3.84 - $1.44)/$120 = $2.40/$120 =
_____
23 Copyright 2014 by Diane S. Docking
Solution for Example 2: ISGAP management (cont.) d) Needs to increase ______and/or decrease ______ to bring ISGAP = 0.
HOW?
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Aggressive Interest-Sensitive Gap Management • If interest rates are expected to increase in the near future, the bank could • use a
positive
management.
dollar gap as an aggressive approach to gap • If interest rates are expected to decrease in the near future, the bank could • use a
negative
dollar gap (so as rate fell, bank deposit costs would fall more than bank revenues, causing profit to rise).
Expected Change in Interest Rates Rising Market Interest Rates Best Interest Sensitive Gap Position Aggressive Management’s Likely Actions ________ IS Gap Increase in ________ Decrease in _______ Falling Market Interest Rates ________ IS Gap Increase in ________ Copyright 2014 by Diane S. Docking Decrease in _______ 25
Measuring interest rate sensitivity and the dollar gap
Incremental gaps Measure the gaps for different maturity buckets (e.g., 0-30 days, 30-90 days, 90-180 days, and 180-365 days).
Cumulative gaps Add up the incremental gaps from maturity bucket to bucket.
The total difference in dollars between those bank assets and liabilities which can be repriced over a designated time period.
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Computer-Based Techniques and Maturity Buckets
7-27 Copyright 2014 by Diane S. Docking 27
Measuring interest rate sensitivity and the dollar gap
Defensive versus aggressive asset/liability management: Defensively guard against changes in NII (e.g., near zero gap).
Aggressively seek to increase NII in conjunction with interest rate forecasts (e.g., positive or negative gaps).
Many times some gaps are driven by market demands (e.g., borrowers want long-term loans and depositors want short term maturities.
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Problems with Interest-Sensitive Gap Management 1.
Time horizon problems related to when assets and liabilities are repriced. Dollar gap assumes they are all repriced on the same day, which is not true.
For example, a bank could have a zero 30-day gap, but with daily liabilities and 30-day assets NII would react to changes in interest rates over time.
A solution is to divide the assets and liabilities into maturity buckets (i.e., incremental gap).
Interest Rates Paid on Liabilities Tend to Move Faster than Interest Rates Earned on Assets Interest Rate Attached to Bank Assets and Liabilities Do Not Move at the Same Speed as Market Interest Rates Point at Which Some Assets and Liabilities Are Repriced is Not Easy to Identify
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Problems with Interest-Sensitive Gap Management 2.
Focus on net interest income rather than shareholder wealth.
Dollar gap may be set to increase NIM if interest rates increase, but equity values may decrease if the value of assets fall more than liabilities fall (i.e., the duration of assets is greater than the duration of liabilities).
Interest-Sensitive Gap Does Not Consider Impact of Changing Interest Rates on Equity Position 3.
Financial derivatives could be used to hedge dollar gap effects on equity values.
Copyright 2014 by Diane S. Docking 30