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056

Case 056Liquidity risk and ALMHard

A bank's repricing gaps are plus Rs 1,500 crore at 0 to 3 months, minus Rs 2,000 crore at 3 to 6 months and minus Rs 1,200 crore at 6 to 12 months. Estimate the one-year change in net interest income from a 100 basis point rise, and propose a hedge.

1The situation

Mehrvan Bank's treasury reports its repricing gap: rate-sensitive assets minus rate-sensitive liabilities that reprice in each time bucket over the next year. The gap is plus Rs 1,500 crore in 0 to 3 months, minus Rs 2,000 crore in 3 to 6 months and minus Rs 1,200 crore in 6 to 12 months. Most of the negative gaps are term deposits rolling over.

The ALCO asks what a 100 basis point parallel rise in rates, happening today, does to net interest income over the next twelve months. Assume each bucket reprices at its midpoint and the balance sheet stays the same size.

2Your task

Estimate the one-year change in NII, explain why the cumulative gap overstates it, and propose a hedge with a notional.

Quick check

The cumulative one-year gap is minus Rs 1,700 crore. Is the NII hit from a 100 bp rise about Rs 17 crore?

Worked solution

Try it on paper, then open one step at a time.

30-second answerThe answer to give first

NII falls by about Rs 2.4 crore over the year, not the Rs 17 crore the cumulative gap suggests. Weight each gap by the months left after it reprices: plus Rs 13.12 crore from the first bucket, minus 12.50 and minus 3.00 from the next two. A pay-fixed swap of about Rs 271 crore, whose floating leg resets within three months, adds a positive early gap that offsets it.

Step 1Why does it matter when in the year a gap reprices?

Suppose your rent rises from next month while your salary rise only arrives in October. Over the year, the rent costs you eleven months of the increase and the salary gives you three. A repricing gap changes income only from the day it reprices to the end of the horizon, so each gap has to be weighted by the fraction of the year left. Mehrvan's positive gap reprices early, around month 1.5, and earns the higher rate for 10.5 months; its biggest negative gap reprices around month 4.5 and pays for 7.5; the last one pays for only 3.

The relationship
ΔNII=∑iGi×Δr×12−mi12\Delta \text{NII} = \sum_i G_i \times \Delta r \times \frac{12 - m_i}{12}
G_irepricing gap in bucket i, Rs crore
\Delta rthe rate change, 1% here
m_ibucket midpoint in months: 1.5, 4.5 and 9
What it says in wordsEach gap earns or pays the new rate only for the months left in the year after it reprices.
Each gap earns or costs the new rate only for the months left in the yearmonth 0month 3month 6month 9month 12+1,500 x 1% x 10.5/12 = +13.12-2,000 x 1% x 7.5/12 = -12.50-1,200 x 1% x 3/12 = -3.00reprices at the bucket midpointrates up:earns morerates up:costs more
Mehrvan's Rs 1,500 crore positive gap earns the extra 1% for 10.5 months, adding Rs 13.12 crore, while the negative gaps of Rs 2,000 crore and Rs 1,200 crore pay it for 7.5 and 3 months, costing Rs 12.50 and Rs 3.00 crore, a net fall of about Rs 2.4 crore.
BucketGap, Rs croreMidpoint, monthsShare of year leftNII change, Rs crore
0 to 3 months+1,5001.50.875+13.125
3 to 6 months-2,0004.50.625-12.500
6 to 12 months-1,20090.250-3.000
Total-1,700-2.375
Weighting each gap by the share of the year left after its midpoint gives a one-year NII change of about minus Rs 2.38 crore for a 100 basis point rise, against the cumulative gap of minus Rs 1,700 crore.
Step 2Why is the cumulative gap answer so far off?

Multiplying the cumulative gap of minus Rs 1,700 crore by 1% gives minus Rs 17 crore, seven times the correct figure. The cumulative gap answers how much of the balance sheet will have repriced by month 12; earnings depend on how long each piece has been repricing. Here the shape helps Mehrvan: assets reprice early and liabilities late, so the early positive gap nearly pays for the later negative ones. A bank with the same cumulative gap but the positive gap in the last bucket would lose far more. That is why ALCOs ask for the bucketed view, not one number.

Step 3What hedge would you propose, and how big?

Mehrvan loses when rates rise, so it needs something that earns when rates rise, and earns early. A pay-fixed, receive-floating interest rate swap whose floating leg resets within three months acts like an extra positive gap in the first bucket, as long as its fixed leg runs beyond a year. To offset minus Rs 2.375 crore, the notional N must satisfy N x 1% x 10.5/12 = 2.375, so N is about Rs 271 crore. On-balance-sheet alternatives do the same job: lengthening term deposits so they reprice after month 12, or shifting some fixed rate lending to floating.

One-year NII change from a 100 bp rise, Rs crore, three waysCumulative gap x 1% (ignores timing)-17.00Time-weighted buckets (correct)-2.38After a Rs 271 crore pay-fixed swap0.000-17-8.5Loss of NII grows to the left
The same repricing profile reads as a Rs 17 crore NII loss if timing is ignored, about Rs 2.4 crore when each bucket is time weighted, and roughly zero after a pay-fixed swap of about Rs 271 crore.

Say the limits. The estimate assumes a parallel shift, repricing exactly at midpoints, and a static balance sheet; it ignores basis risk between the swap's benchmark and deposit rates, and savings deposits whose rates the bank sets by choice rather than contract. The swap also changes the economic value of equity, so the ALCO should see both the earnings view and the value view before approving it.

Where candidates lose it

The fast wrong answer is cumulative gap times the shock, minus Rs 17 crore. It treats every rupee as repricing on day one and ignores that the positive gap reprices first, which is most of the story here.

The second miss is hedging in the wrong direction. A bank that loses when rates rise needs to receive floating and pay fixed; a receive-fixed swap would double the problem.

What the interviewer asks next

  • Rates fall 100 bp instead. What happens to NII, and would you still put the swap on?
  • Why might savings deposits not reprice at all, and how does that change the gap?
  • How does the swap change Mehrvan's economic value of equity sensitivity?
  • The swap resets monthly instead of quarterly. Does the notional change?
← Case 055A credit fund has 9% of its Rs 2,000 crore portfolio in one issuer that has just defaulted, with expected recovery of 30%. What is the NAV hit, how would a segregated portfolio ring-fence the bad bond, and what does it mean for investors who redeem next week?Case 057 →A desk's VaR has risen from Rs 12 crore to Rs 18 crore against a Rs 15 crore limit, with no change in positions, because market volatility jumped. Do you grant a temporary limit increase or cut positions, and how big a cut gets it back inside?

Company names and figures are illustrative.

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