Abstract In this paper a new, information-based approach for modelling the dynamic evolution of a portfolio of credit risky securities is proposed. In this context market prices of liquidly traded derivatives are given by the solution of a nonlinear filtering problem. This problem is solved via the innovations approach to nonlinear filtering. Moreover, we derive the ensuing asset price dynamics and compute risk-minimizing hedging strategies. In the last part of the paper we discuss a numerical approach- based on particle filtering- to some of the arising filtering problems
The paper proposes the use of the growth optimal portfolio for pricing and hedging in incomplete mar...
Our research focuses on pricing credit derivatives, including single-name credit default swaps (CDSs...
Market liquidity risk refers to the degree to which large size transactions can be carried out in a ...
The project is concerned with the development of realistic and tractable dynamic credit risk models ...
This paper considers a general reduced-form pricing model for credit derivatives where default inten...
We study reduced-form portfolio credit risk models where the default intensities of the firms in a g...
Lending money has been one of the basic activities of banks for centuries. However, credit evaluatio...
Credit derivatives, Nonlinear filtering, Marked point processes, 91B28, 93E11, 60G55, G13, C11,
In this chapter, we present some recent results about nonlinear filtering for jump diffusion signal ...
In this chapter, we present some recent results about nonlinear filtering for jump diffusion signal ...
In this chapter, we present some recent results about nonlinear filtering for jump diffusion signal ...
In this chapter, we present some recent results about nonlinear filtering for jump diffusion signal ...
• The problem: credit risk and incomplete information • The solution: non-linear filtering and the i...
We propose a reduced-form credit risk model where default intensities, interest rates and risk premi...
Having a precise idea of how information is used is a key element in studying credit risk models. Th...
The paper proposes the use of the growth optimal portfolio for pricing and hedging in incomplete mar...
Our research focuses on pricing credit derivatives, including single-name credit default swaps (CDSs...
Market liquidity risk refers to the degree to which large size transactions can be carried out in a ...
The project is concerned with the development of realistic and tractable dynamic credit risk models ...
This paper considers a general reduced-form pricing model for credit derivatives where default inten...
We study reduced-form portfolio credit risk models where the default intensities of the firms in a g...
Lending money has been one of the basic activities of banks for centuries. However, credit evaluatio...
Credit derivatives, Nonlinear filtering, Marked point processes, 91B28, 93E11, 60G55, G13, C11,
In this chapter, we present some recent results about nonlinear filtering for jump diffusion signal ...
In this chapter, we present some recent results about nonlinear filtering for jump diffusion signal ...
In this chapter, we present some recent results about nonlinear filtering for jump diffusion signal ...
In this chapter, we present some recent results about nonlinear filtering for jump diffusion signal ...
• The problem: credit risk and incomplete information • The solution: non-linear filtering and the i...
We propose a reduced-form credit risk model where default intensities, interest rates and risk premi...
Having a precise idea of how information is used is a key element in studying credit risk models. Th...
The paper proposes the use of the growth optimal portfolio for pricing and hedging in incomplete mar...
Our research focuses on pricing credit derivatives, including single-name credit default swaps (CDSs...
Market liquidity risk refers to the degree to which large size transactions can be carried out in a ...