Parameter Name | Details | Calculation |
Prepayment | Under the Prepayment scenario, the user can model a prepayment in which a part of the collateral pool prepays their loans, and exists within the pool.
The Prepayment will be recognized by the frequency defined under Portfolio > Prepayment.
The Prepayment can be defined as a number or a curve. Choice of Prepayment Units:
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Default | Under the Default scenario, the user can model a scenario in which a part of the pool defaults. The default is calculated using SMM and not linearly, as to achieve maximum accuracy and take into account the compounding effect.
The default will be recognized by the frequency defined under Portfolio > Loans > General > Default Frequency.
Choice of Units:
| Default Logic:
Calculation: Note: Prepayment is adjusted for defaulted assets, as defaulted assets will affect the principal. |
>Severity | Under the Severity field, the user can specify which fraction of the defaulted collateral will remain in a permanent state of default, and the remaining portion of the pool will be temporarily defaulted but eventually will be recovered.
If the user defines 30% severity, 30% will permanently default, while 70% of the pool will be recovered as future cash upon liquidation. |
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>Lag | The Lag field will determine at which period:
Lag is Calculated in Months |
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Cumulative Net Loss (CNL) | The Cumulative Net Loss scenario allows users to model a loss that cannot be recovered. CNL will be calculated in the same manner as CDR, but is assumed the default is permanent. | See CDR calculation. |
>Timing Curve | The Timing Curve field allows users to define the timing curve in which the loss will be recognized. This allows the user to input an expected lifetime loss and to spread it out over time, or a specific point in time.
Which fraction of the current performing balance goes into default.
Period 0 will be the latest of the Cut-Off-Date, the Historical Data Through, and Pre-Funded Month. The timing curve inputs must all add up to 100. |
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Delinquency | The Delinquency scenario allows users to model late payments that will be recovered. Delinquency will be calculated as temporary default. | See CDR calculation. |
>Cure Rate | The Cure Rate field allows users to define the rate at which the Delinquent assets will be recovered. |
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>Lag | The Lag field allows users to define the period in which the delinquent assets will be recovered. Lag is calculated in Months. | |
Forbearance Rate | The Forbearance Rate scenario allows users to create a vector for setting the percent of a loan pool that transitions into forbearance. | Forbearance Logic: The user defines 40% forbearance for period 3, then 40% of the pool of loans will go into a state of forbearance at period 3. The Forbearance will remain for the term defined under Forbearance term, if it is defined as 10, then the forbearance event will end at period 13.
See Forbearance for more details. |
>Forbearance Term | The Forbearance Term field allows users to define the number of months the forbearance will last. The term will apply to any forbearance event set at the forbearance rate vector. |
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>Forbearance Policy | Four Policy Choices: 1. No Payment/Balloon 2. No Payment/Recast 3. Interest Payment/Balloon 4. Interest Payment/Recast
| During Forbearance Term:
After Forbearance Term:
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Tax Credit Paid % | The Tax Credit Paid scenario allows users to define a percentage fraction of the performing rep-line of Tax Credit paid. Tax Credit can be defined under Portfolio > Loans. See Tax Credit for more details. | Tax Credit Paid = Tax Credit Balance * % Paid |
Loan Parameters
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