Examples of Expected Portfolio Default Rate in a sentence
The value calculated by multiplying the Principal Balance for each S&P CLO Specified Asset by the absolute value of the difference between the S&P Default Rate and the S&P Expected Portfolio Default Rate, then summing the total for the portfolio, then dividing this result by the Aggregate Principal Balance of the S&P CLO Specified Assets.
The value calculated by the Collateral Manager by multiplying the Principal Balance for each S&P CLO Specified Asset by the absolute value of the difference between the S&P Default Rate and the S&P Expected Portfolio Default Rate, then summing the total for the portfolio, then dividing this result by the Aggregate Principal Balance of the S&P CLO Specified Assets.
Each of S&P Default Rate Dispersion, S&P Expected Portfolio Default Rate, S&P Industry Diversity Measure, S&P Obligor Diversity Measure, S&P Regional Diversity Measure and S&P Weighted Average Life.
The Expected Portfolio Default Rate, the Default Rate Dispersion, the Obligor Diversity Measure, the Industry Diversity Measure, the Regional Diversity Measure and the S&P Weighted Average Life.
Finally, the results were compared to model-derived fuel consumption estimates of GFED4s.
With respect to all Collateral Obligations with an S&P Rating of “CCC-” or higher, (A) the sum of the product of (i) the Principal Balance of each such Collateral Obligation and (ii) the absolute value of (x) the S&P Default Rate minus (y) the S&P Expected Portfolio Default Rate divided by (B) the Aggregate Principal Balance for all such Collateral Obligations.
With respect to the Highest Ranking S&P Class, the percentage derived from the following equation: 0.329915 + (1.210322 * EPDR) – (0.586627 * DRD) + (2.538684/ODM) + (0.216729 / IDM) + (0.0575539 / RDM) – (0.0136662 * WAL), where EPDR is theS&P Expected Portfolio Default Rate; DRD is the S&P Default Rate Dispersion; ODM is the S&P Obligor Diversity Measure; IDM is the S&P Industry Diversity Measure; RDM is the S&P Regional Diversity Measure; and WAL is the S&P Weighted Average Life.
As of any date of determination, the number obtained by (a) summing the products for each Collateral Obligation (other than Defaulted Obligations) of (i) the absolute value of (x) the S&P Default Rate of such Collateral Obligation minus (y) the Expected Portfolio Default Rate by (ii) the Principal Balance at such time of such Collateral Obligation and (b) dividing such sum by the Aggregate Principal Balance on such date of all Collateral Obligations (other than Defaulted Obligations).
With respect to the Highest PriorityRanking S&P Class, the percentage derived from the following equation: 0.329915 + (1.210322 * EPDR) – (0.586627 * DRD) + (2.538684/ODM) + (0.216729 / IDM) + (0.0575539 / RDM) – (0.0136662 * WAL), where EPDR is theS&P Expected Portfolio Default Rate; DRD is the S&P Default Rate Dispersion; ODM is the S&P Obligor Diversity Measure; IDM is the S&P Industry Diversity Measure; RDM is the S&P Regional Diversity Measure; and WAL is the S&P Weighted Average Life.
The value calculated by the Collateral Manager by multiplying the Principal Balance for each S&P CLO Specified Asset by the absolute value ofthe difference between the S&P Default Rate and the S&P Expected Portfolio Default Rate, then summing the total for the portfolio, then dividing this result by the Aggregate Principal Balance of the S&P CLO Specified Assets.