12.1.4.1 Approximation of Interest Cash Flows
- Business assumption values are applied to both principal and interest cash flows.
- Assumption values are applied to principal cash flows only and interest isapproximated.
- If you have selected Cash Flow Type as a dimension in the business assumption and the dimension member as Principal, then the assumption is applied only to the principal cash flows.
- If you have selected Cash Flow Type as a dimension in the business assumption and the dimension member as Interest, then assumption impacts only Interest cashflows.
- If you have selected Cash Flow Type as a dimension in the business assumption and the dimension member as Principal and Interest, then the assumption is applied to both principal and interest cash flows.
- If you have not selected Cash Flow Type as a dimension in the business assumption, then the assumption is applied to both principal and interest cash flows.
If the Include Interest Cash Flow parameter is selected as No, only principal cash flows are considered and interest cash flows are ignored.
The procedure for approximating interest is as follows:
- Obtain the principal and interest cash flows under contractual terms.
- Bucket the contractual cash flows based on the user-specified time buckets while distinguishing between interest and principal cash flows in each time bucket.
- Calculate the outstanding balance in each bucket under contractual terms. The outstanding balance in the first time bucket will be the EOP balance. The formula for calculating the outstanding balance for each subsequent bucket is as follows:
Figure 12-1 Formula for calculating outstanding balance

Where,
O/S Balance: Outstanding Balance CF:
Cash Flows
- Apply the business assumption to estimate principal cash flows. For balance-based assumptions, this applies to the EOP balance. In case of cash flow-based assumptions, this applies to the principal cash flows in a given bucket.
- Calculate the outstanding balance in each bucket under business-as-usual or stress terms. The outstanding balance in the first time bucket will be the EOP balance. The formula for calculating the outstanding balance for each subsequent bucket is as follows:
Figure 12-2 Formula for calculating outstanding balance

- Calculate the impact on interest cash flows in each bucket under business-as-usual or stress terms as per the following formulas:
Figure 12-3 Formula to calculate the impact on interest cash flows

This illustration shows the formula to calculate the impact on interest cash flows in each bucket under business-as-usual or stress terms. image328
Illustration 1: Impact on Interest Cash Flows under Run-off Assumption
Table 12-1 Example giving the UI Specification for Run-off Assumption
Run-off From Bucket To Bucket Assignment Method Assumption Unit Assumption Value Based On Product 1-3
Months
1-7
Days
Selected Percentage 10 Cash Flow Loan In the following Illustration both Principal and Interest are downloads.
Table 12-2 Example showing Impact on Interest Cash Flows under Run-off Assumption
Measure Contractual Cash Flows Overnight 1-7 Days 8-15 Days 16-30 Days 1-3 Months Principal 150 250 330 700 610 Outstanding Balance (Refer Point 3) 2000 1850 (2000-150) 1600 (1850-250) 1270 (1600-330) 570 (1270-700) Interest 20 40 45 80 70 Table 12-3 Example showing Impact on Interest Cash Flows under Run-off Assumption
Measure Business Assumption Overnight 1-7 Days 8-15 Days 16-30 Days 1-3 Months Assumption impacted Principal Nil (+) 61 Nil Nil (-) 61 (610*10%) Revised Principal CF (post business assumption) 150 (150 + Nil) 311 (250 + 61) 330 (330+Nil) 700 (700 + Nil) 549 {610 + (-)61} Outstanding Balance (Refer Point 5) 2000 1850 (2000 – 150) 1539 (1850 – 311) 1209 (1539-330) 509 (1209-700) Interest (Refer Point 6) 20 40 43.28 (45/1600*1539) 76.16 (80/1270*1209) 62.5 (70/570*509) Illustration 2: Impact on Interest Cash Flows under Growth Assumption
Table 12-4 Example giving the UI Specification for Growth Assumption
Run-off From Bucket To Bucket Assignment Method Assumption Unit Assumption Value Based On Product 1-7 Days Overnight - - 0 EOP
Balance
Loan 16-30 Days Equal Percentage 20 In the following Illustration, both Principal and Interest are downloads.
Table 12-5 Download Data
Contractual Cash Flows EOP Balance 2000 Table 12-6 Example showing Impact on Interest Cash Flows under Growth Assumption
Measure Contractual Cash Flows Overnight 1-7 Days 8-15 Days 16-30Days 1-3 Months Principal 150 250 330 700 610 Outstanding Balance 2000 1850 1600 1270 570 (Refer Point 3) (2000- (1850- (1600- (1270-700) 150) 250) 330) Interest 20 40 45 80 70 Table 12-7 Example showing Impact on Interest Cash Flows under Growth Assumption
Measure Business Assumption Overnight 1-7 Days 8-15 Days 16-30 Days 1-3 Months Assumption impacted Principal Nil -400 200 200 Cash Flows
Nil
Revised Principal CF 150 -150 530 900 610 (post business assumption) (150 + Nil) {250 +
(-) 400}
(330+200) (700 + 200) (610 + Nil) Outstanding Balance 2000 1850 2000 1470 570 (2000- {1850- (- (2000-530) (1470-900) 150) 150)} Total Interest 20 40 56.25 92.59 70 (45/1600*2 (80/1270*1470 000) ) Illustration 3: Impact on Interest Cash Flows under Growth Assumption
Table 12-8 Example giving the UI Specification for Growth Assumption (Cash Flow Based)
Run-off From Bucket To Bucket Assignment Method Assumption Unit Assumption Value Based On Product 1-7
Days
Overnight - - 0 Cash Flow Loan 16-30
Days
Equal Percentage 20 In the following Illustration, both Principal and Interest are downloads.
Table 12-9 Example showing Impact on Interest Cash Flows under Growth Assumption (Cash Flow Based)
Measure Contractual Cash Flows Overnight 1-7 Days 8-15 Days 16-30 Days 1-3 Months Principal 150 250 330 700 610 Outstanding Balance 2000 1850 1600 1270 (Refer Point 3) (2000- (1850- (1600- 570 150) 250) 330) (1270-700) Interest 20 40 45 80 70 Measure Business Assumption Overnight 1-7 Days 8-15 Days 16-30 Days Cash Flows1-3Months Principal Nil (250*20%) 25 25 Nil Revised Principal CF (post business assumption) (150 + Nil) 50} (330+25) (700 + 25) (610 + Nil) Outstanding Balance 2000 (2000-150) (1850-200) (1650-355) (1295-725) Total Interest 20 40 46.41 (45/1600*1650) 81.57 (80/1270*1295) 70 Change in Interest Nil Nil 1.41
(46.41-45)
1.57
(81.57-80)
Nil The application supports the inclusion or exclusion of interest cash flows based on the Run parameters selected by the user. This is also impacted by the inclusion or exclusion of cash flow type as a dimension in the business assumption. The next section details multiple scenarios with different combinations of parameters and their impact on interest cash flows.
- Do not include Cash Flow Type as a dimension in the business assumption (Principal + Interest will be considered).
- In the Run Definition window:
- Select Yes in Include Interest Cash Flow
- Select Yes in Approximate Interest
In this scenario, only Principal cash flows will be impacted. Interest cash flows will be approximated based on the change to the principal.
- Do not include Cash Flow Type as a dimension in the business assumption (Principal + Interest will be considered).
- In the Run Definition window:
- Select Yes in Include Interest Cash Flow
- Select Yes in Approximate Interest
In this scenario, both Principal and Interest cash flows will be impacted.
- Do not include Cash Flow Type as a dimension in the business assumption (Principal + Interest will be considered).
- In the Run Definition window, select No in Include Interest Cash Flow.
In this scenario, there is no impact on Interest cash flows as they are not considered for computation and reporting.
- Include Cash Flow Type as a dimension and select Principal in the business assumption.
- In the Run Definition window:
- Select Yes in Include Interest Cash Flow
- Select Yes in Approximate Interest
In this scenario, only the Principal will be impacted. Interest cash flows will be approximated based on the change to the principal.
- Include Cash Flow Type as a dimension and select Principal in the business assumption.
- In the Run Definition window:
- Select Yes in Include Interest Cash Flow
- Select Yes in Approximate Interest
In this scenario, the Principal will be impacted because only the Principal is selected as a dimension. There will be no change in the interest cash flow amounts.