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Normal Inverse Gaussian Factor Copula Model

In: Pricing and Risk Management of Synthetic CDOs

Author

Listed:
  • Anna Schlösser

    (Hedging and Derivatives Strategies)

Abstract

We have seen in the previous section, that a heavy tailed distribution of factors in the one factor copula model may help solving the correlation smile problem of the Gaussian copula model. Thus, finding a different heavy tailed distribution that is similar to the Student-t but stable under convolution would help to decrease the computation time tremendously. As computation time is an important issue for a large range of applications such as the determination of an optimal portfolio asset allocation (including CDO tranches), where CDO tranches have to be repriced in each scenario path at each time step in the future, the usage of such a distribution is crucial.

Suggested Citation

  • Anna Schlösser, 2011. "Normal Inverse Gaussian Factor Copula Model," Lecture Notes in Economics and Mathematical Systems, in: Pricing and Risk Management of Synthetic CDOs, chapter 0, pages 129-163, Springer.
  • Handle: RePEc:spr:lnechp:978-3-642-15609-0_5
    DOI: 10.1007/978-3-642-15609-0_5
    as

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