FRM Part II · FRM Exam Part II · Structured Credit Risk
An analyst notes that during a systemic downturn, senior tranches of a structured product suffered losses much larger than the pool's historical default rates suggested. What is the best explanation related to tranche risk?
The best explanation is that default correlation rose in the downturn. Higher correlation fattens the loss distribution tail, making it more likely that pool losses exceed the subordination below the senior tranche, even when average default rates are unchanged.
- ASenior tranches have no attachment point, so any loss reaches them
- BDefault correlation rose, increasing the probability of pool losses exceeding the subordination levelCorrect
- CSubordination is reduced automatically when ratings fall
- DHigher correlation lowers the loss in the tail, and so senior tranches become riskier
Explanation
Senior tranches lose only when pool losses exceed their attachment point, which is a tail event. When default correlation rises in a downturn, tail loss probability increases, so senior tranches are hurt even if average default rates were as expected. The claim that higher correlation lowers tail loss is the reverse of the true relationship.
Did you get it right without looking?
One question tells you little. A timed set on Structured Credit Risk shows your real accuracy, how long you take and where you lose marks.
More Structured Credit Risk questions
- Which of the following best describes how the originate-to-distribute model contributed to deteriorating underwriting standards before the s…
- A bank transfers a pool of auto loans to a newly created legal entity that issues notes to investors, with the entity's legal status designe…
- A securitization pool of 200 million has a 10 million equity tranche, a 30 million mezzanine tranche, and a 160 million senior tranche. Cumu…
- A risk manager reviewing the lead-up to the subprime crisis notes that many mortgage-backed CDO tranches rated AAA were later heavily impair…
- A credit analyst compares two portfolios of 100 identical loans, each with a 4% one-year default probability. In Portfolio A the Gaussian co…
- Two firms each have a one-year default probability of 10%. The joint default probability is 3%. What is the default correlation (correlation…