Synthetic collateralized debt obligations are popular vehicles for trading portfolios of credit risks. We present a copula based Monte Carlo simulation procedure for pricing them. Using the Gaussian copula of joint default times, we assess the risks of CDOs and their sensitivity to model parameters. Joint defaults are rare; many studies suggest Gaussian copula has limited ability to capture extreme events. We use the copula to assess the risks of misspecifying tail dependence. The choice of copula is shown to significantly affect tranche prices
Credit risk models widely used in the financial market nowadays assume that losses are normally dist...
In this paper we apply a copula function pricing technique to the eval-uation of credit derivatives,...
In this paper, we consider a one-factor copula approach to value collateralized debt obligations (CD...
Modeling the portfolio credit risk is one of the crucial issues of the last years in the financial p...
Modeling the portfolio credit risk is one of the crucial issues of the last years in the financial p...
Modelling portfolio credit risk is one of the crucial challenges faced by financial services industr...
This paper deals with the impact of structure of dependency and the choice of procedures for rare-ev...
Values of tranche spreads of collateralized debt obligations (CDOs) are driven by the joint default ...
The underlying asset pool of collateral debt obligations (CDOs) simultaneously encompasses credit ri...
Copula functions have proven to be extremely useful in describing joint default and survival probabi...
DoctoralWe study some correlation models to analyze the risk of Collateralized Debt Obligations (CDO...
This paper examines empirical challenges inherent in evaluating the credit quality of collateralized...
peer-reviewedOne of the most controversial and innovative finnancial products in recent years has be...
We follow a long path for Credit Derivatives and Collateralized Debt Obligations (CDOs) in particula...
The multivariate modelling of default risk is a crucial aspect of the pricing of credit derivative p...
Credit risk models widely used in the financial market nowadays assume that losses are normally dist...
In this paper we apply a copula function pricing technique to the eval-uation of credit derivatives,...
In this paper, we consider a one-factor copula approach to value collateralized debt obligations (CD...
Modeling the portfolio credit risk is one of the crucial issues of the last years in the financial p...
Modeling the portfolio credit risk is one of the crucial issues of the last years in the financial p...
Modelling portfolio credit risk is one of the crucial challenges faced by financial services industr...
This paper deals with the impact of structure of dependency and the choice of procedures for rare-ev...
Values of tranche spreads of collateralized debt obligations (CDOs) are driven by the joint default ...
The underlying asset pool of collateral debt obligations (CDOs) simultaneously encompasses credit ri...
Copula functions have proven to be extremely useful in describing joint default and survival probabi...
DoctoralWe study some correlation models to analyze the risk of Collateralized Debt Obligations (CDO...
This paper examines empirical challenges inherent in evaluating the credit quality of collateralized...
peer-reviewedOne of the most controversial and innovative finnancial products in recent years has be...
We follow a long path for Credit Derivatives and Collateralized Debt Obligations (CDOs) in particula...
The multivariate modelling of default risk is a crucial aspect of the pricing of credit derivative p...
Credit risk models widely used in the financial market nowadays assume that losses are normally dist...
In this paper we apply a copula function pricing technique to the eval-uation of credit derivatives,...
In this paper, we consider a one-factor copula approach to value collateralized debt obligations (CD...