Article (Scientific journals)
Modeling multivariate operational losses via copula-based distributions with g-and-h marginals
Bee, Marco; Hambuckers, Julien
2022In Journal of Operational Risk
Peer reviewed
 

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Keywords :
Loss model; dependence structure; vine copula; value-at-risk
Abstract :
[en] We propose a family of copula-based multivariate distributions with g-and-h marginals. After studying the properties of the distribution, we develop a two-step estimation strategy and analyze via simulation the sampling distribution of the estimators. The methodology is used for the analysis of a 7-dimensional dataset containing 40,871 operational losses. The empirical evidence suggests that a distribution based on a single copula is not flexible enough, thus we model the dependence structure by means of vine copulas. We show that the approach based on regular vines improves the fi t. Moreover, even though losses corresponding to different event types are found to be dependent, the assumption of perfect positive dependence is not supported by our analysis. As a result, the Value-at-Risk of the total operational loss distribution obtained from the copula- based technique is substantially smaller at high confidence levels, with respect to the one obtained using the common practice of summing the univariate Value-at-Risks.
Disciplines :
Quantitative methods in economics & management
Author, co-author :
Bee, Marco
Hambuckers, Julien ;  Université de Liège - ULiège > HEC Liège : UER > UER Finance et Droit : Finance de Marché
Language :
English
Title :
Modeling multivariate operational losses via copula-based distributions with g-and-h marginals
Publication date :
March 2022
Journal title :
Journal of Operational Risk
ISSN :
1744-6740
eISSN :
1755-2710
Publisher :
Risk.net, United Kingdom
Peer reviewed :
Peer reviewed
Available on ORBi :
since 21 September 2021

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