Difference between revisions of "Credit Value at Risk"
From Open Risk Manual
Wiki admin (talk | contribs) |
Wiki admin (talk | contribs) |
||
(One intermediate revision by the same user not shown) | |||
Line 21: | Line 21: | ||
* [[Monte Carlo Simulation of Credit Portfolios]] | * [[Monte Carlo Simulation of Credit Portfolios]] | ||
* [[Expected Shortfall]] | * [[Expected Shortfall]] | ||
− | |||
+ | -------------- | ||
+ | [[Category:Tail Risk]] | ||
[[Category:Credit Portfolio Management]] | [[Category:Credit Portfolio Management]] | ||
[[Category:Risk Models]] | [[Category:Risk Models]] | ||
+ | [[Category:Simulation]] |
Latest revision as of 20:51, 21 November 2022
Definition
Credit Value at Risk (CVaR) is a Risk Measure that aims to capture the downside value risk of a Credit Portfolio.
Formula
CVaR is a quantile Risk Measure and requires the specification of
- An aggregate Portfolio Loss (or Profit and Loss) variable constructed as the sum of potential individual losses
- A Confidence Level
Given a confidence level , the CVaR of calculated portfolio loss at the confidence level is the smallest number such that the probability that the loss exceeds is at least .
Usage
Credit Value at Risk is used in conjunction with a Credit Portfolio Model, a computational approach for the generation of future scenarios including different risk realizations.
Issues and Challenges
- CVaR has been developed largely as a mirror of the Value at Risk measure for portfolios of marketable securities, yet the more illiquid nature of credit portfolios forces substantial further assumptions and associated Model Risk
- CVaR inherits the weaknesses of VaR frameworks