WitrynaCredit risk is one of the crucial risks nancial institutes need to manage. This was dramatically un-derscored during the sub-prime mortgage crisis. Credit risk refers to the possible loss due to default or credit rating downgrades of debtors associated with a portfolio (sometimes the debtors are also called obligors). Witrynaimportance sampling (IS) potentially attractive. But the application of IS is complicated by the mechanisms used to model dependence between obligors, and capturing this …
Fast Simulation of Multifactor Portfolio Credit Risk
Witrynaportfolio credit risk, an important step toward active risk management is to measure risk contributions of individual obligors to the overall risk of the portfolio. In practice, value-at-risk is often used as a risk measure for credit portfolios, and it can be decomposed into a sum of the risk contributions of individual obligors. WitrynaThis paper proposes an efficient simulation method for calculating credit portfolio risk when risk factors have a heavy-tailed distributions. In modeling heavy tails, its features of return on underlying asset are captured by multivariate t-Copula.Moreover, we develop a three-step importance sampling (IS) procedure in the t-copula credit portfolio risk … bj\\u0027s brewhouse doral fl
(PDF) Fast Simulations in Credit Risk - ResearchGate
WitrynaThis makes importance sampling (IS) potentially attractive. But the application of IS is complicated by the mechanisms used to model dependence between obligors, and … WitrynaThe efficient estimation of the credit risk measures is often computationally expensive, as it involves the estimation of small quantiles. Rare-event simulation techniques such as importance sampling can significantly reduce the computational burden, but the choice of a good importance sampling distribution can be a difficult mathematical problem. Witryna1 sty 2007 · A portfolio view of credit risk requires capturing dependence between the assets in the portfolio; we discuss models of dependence and associated computational techniques. ... We discuss a recursive convolution technique, transform inversion, saddlepoint approximation, and importance sampling for Monte Carlo simulation. … dating optional