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"30E/360 ISDA" - Daily Compound Interest
How to apply the "30E/360 ISDA" Day Count Convention to Daily Compound Interest?
✍: FYIcenter.com
Daily Compound Interest do not normally using the 30E/360 ISDA
Convention. But if it happens, the Day Count Factor is not
a constant of 1/360 for a single calendar day.
Day Count Factor becomes 0/360 for the 30th day in a 31-day month,
3/360 February 27 in a regular, and 2/360 for February 28 in a leap year.
Here are some examples:
Day Count Factor for January 30, 2027:
T1 = (Y1,M1,D1) = (2027,01,30)
T2 = (Y2,M2,D2) = (2027,01,31)
Apply the following adjustments:
If T1 is End of Month, set D1 = 30;
If T2 is End of Month,
except it's End of February and the Maturity Date, set D2 = 30.
We have:
D1 = D2 = 30
DiR(2027,01,30,2027,01,31)
= 360×(2027-2027) + 30×(1-1) + (30-30)
= 360×0 + 30×0 + 0
= 0
Day_Count_Factor(2027,01,30,2027,01,31)
= DiR(2027,01,30,2027,01,31) / 360
= 0/360
Day Count Factor for February 27, 2027:
T1 = (Y1,M1,D1) = (2027,02,27)
T2 = (Y2,M2,D2) = (2027,02,28)
Apply the following adjustments:
If T1 is End of Month, set D1 = 30;
If T2 is End of Month,
except it's End of February and the Maturity Date, set D2 = 30.
D2 = 30
DiR(2027,02,27,2027,02,28)
= 360×(2027-2027) + 30×(2-2) + (30-27)
= 360×0 + 30×0 + 3
= 3
Day_Count_Factor(2027,02,27,2027,02,28)
= DiR(2027,02,27,2027,02,28) / 360
= 3/360
Day Count Factor for February 28, 2028:
T1 = (Y1,M1,D1) = (2028,02,28)
T2 = (Y2,M2,D2) = (2028,02,29)
Apply the following adjustments:
If T1 is End of Month, set D1 = 30;
If T2 is End of Month,
except it's End of February and the Maturity Date, set D2 = 30.
D2 = 30
DiR(2028,02,28,2028,02,29)
= 360×(2028-2028) + 30×(2-2) + (30-28)
= 360×0 + 30×0 + 2
= 2
Day_Count_Factor(2028,02,28,2028,02,29)
= DiR(2028,02,28,2028,02,29) / 360
= 2/360
So you will earn no interest on January 30, 2027, 3-day interest on February 27, 2027, and 2-day interest on February 28, 2028. This is why 30E/360 ISDA Day Count Convention is not used with the Daily Compound Interest method.
⇒ "30E/360 ISDA" - Monthly Compound Interest
2026-02-06, ∼164🔥, 0💬
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