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A G.E.D. method for market risk evaluation using a modified Gaussian Copula

Chapter
Publication Date:
2017
abstract:
In this paper, we show some results regarding the evaluation of Value-at-Risk (VaR) of some portfolios using a Gaussian Copula, modified by introducing the Generalized Correlation Coefficient, and assuming a Generalized Error Distribution (G.E.D.) for the single returns in the portfolios. In the literature, various authors considered the Copula function approach to evaluate market risk. In our proposal we consider a Lpmin algorithm to estimate p, the shape parameter of the distribution. Finally, we compare the classical RiskMetrics method with our G.E.D. method based on a modified Gaussian Copula.
Iris type:
2.1 Contributo in volume (Capitolo o Saggio)
Keywords:
Value-at-Risk; Gaussian Copula; RiskMetrics Method; Generalized Error Distribution; Generalized Correlation Coefficient
List of contributors:
Giacalone, M.; Panarello, D.
Authors of the University:
PANARELLO DEMETRIO
Handle:
https://iris.unilink.it/handle/20.500.14085/18743
Book title:
SIS 2017. Statistics and Data Science: new challenges, new generations: 28-30 June 2017 Florence (Italy): Proceedings of the Conference of the Italian Statistical Society
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