Day Count Convention Lookup

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If you are looking for a specific Day Cont Convention, you can use this online tool by entering a related keyword.

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Author: Treasury Systems

Source: Day Count Conventions

Day Count Conventions:

30/360: D30/360 ISDA Bond Basis, 30/360 ISDA, 30/360 U.S. Municipal, Bond basis
30E/360: D30E/360 Eurobond, 30E/360, 30/360 ISMA, 30/360 European, 30S/360 Special German, Eurobond Basis, Special German
30E/360 ISDA: D30E/360 ISDA, 30/360E ISDA, German Master
Act/365: Act/365 F, Act/365 Fixed, A/365 Fixed, A/365F, English, Actual/365 Fixed, Actual/365F
Act/Act Bond: Act/Act ICMA, Actual/Actual ICMA, Act/Act ISMA, ISMA-99, Actual/Actual

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2026-02-14, ∼1071🔥, 0💬

Day Count Convention - "30E/360"
Where to find tutorials on the "30E/360" Day Count Convention? Here is a list of tutorials to answer many frequently asked questions compiled by FYIcenter.com team on the "30E/360" Day Count Convention: What Is "30E/360" "30E/360" - Rules Expressed Differently "30E/360" - Day Count Examples by ISDA ... 2026-02-05, ∼295🔥, 0💬

What Is "30E/360"
What is the "30E/360" Day Count Convention? 30E/360 - 30E/360 is a Day Count Convention used for bonds issued by some European governments. 30E/360 is also referred as 30/360 Eurobond, 30/360 European, 30/360 ICMA, 30/360 ISMA, 30S/360 Special German, Eurobond, Eurobond Basis, EBD/360. 30E/360 is fo... 2026-02-05, ∼283🔥, 0💬

"30/360 US" - Test Cases
What test cases can be used to verify the 30/360 US Day Count Convention? To verify the 30/360 US Day Count Convention, we should consider the following test cases: Is Accrual Period EOM: No Maturity Date: 2066-02-15 EOM Adj # T1 T2 D1 D2 D1 D2 DiR n1 2026-01-15 2026-02-15 15 15 15 15 30 n2 2026-01-... 2026-02-14, ∼270🔥, 0💬

"30/360 US" - Variations of EOM Rules
What are the variations of the EOM rule in the 30/360 US Day Count Convention? An important feature of the 30/360 US Day Count Convention is the EOM rule as highlighted below: Day_Count_Factor(Y1,M1,D1,Y2,M 2,D2)= DiR(Y1,M1,D1,Y2,M2,D2) / DiY(Y1,M1,D1,Y2,M2,D2) DiR(Y1,M1,D1,Y2,M2,D2) = 360×(Y2-Y1) +... 2026-03-22, ∼245🔥, 0💬

CUSIP: 912797MH7 - US Treasury Bill, 0%, 2025-09-04
Where to find more information on CUSIP: 912797MH7 - US Treasury Bill, 0%, 2025-09-04 and its interest payments? Detailed information on CUSIP: 912797MH7 - US Treasury Bill, 0%, 2025-09-04 (52-Week ) and its interest payments are presented below. 2026-02-14, ∼172🔥, 0💬

CUSIP: 91282CJB8 - US Treasury Note, 5%, 2025-09-30
Where to find more information on CUSIP: 91282CJB8 - US Treasury Note, 5%, 2025-09-30 and its interest payments? Detailed information on CUSIP: 91282CJB8 - US Treasury Note, 5%, 2025-09-30 (2-Year ) and its interest payments are presented below. 2026-03-22, ∼126🔥, 0💬

CUSIP: 912797NT0 - US Treasury Bill, 0%, 2025-04-01
Where to find more information on CUSIP: 912797NT0 - US Treasury Bill, 0%, 2025-04-01 and its interest payments? Detailed information on CUSIP: 912797NT0 - US Treasury Bill, 0%, 2025-04-01 (17-Week ) and its interest payments are presented below. 2026-03-22, ∼122🔥, 0💬

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