Results 41 to 50 of about 4,162 (190)
Simulation of the occurrence of drought events via copulas
This study presents a method based on Archimedean and Gaussian copulas to simulate the occurrence of hydrological droughts. The droughts were characterized by theory of runs for four threshold levels and six univariate probability distributions were ...
Rogério de Almeida +1 more
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Densities of nested Archimedean copulas
Nested Archimedean copulas recently gained interest since they generalize the well-known class of Archimedean copulas to allow for partial asymmetry. Sampling algorithms and strategies have been well investigated for nested Archimedean copulas. However, for likelihood based inference it is important to have the density. The present work fills this gap.
Marius Hofert, David Pham
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Construction and sampling of Archimedean and nested Archimedean Lévy copulas
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Oliver Grothe, Marius Hofert
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Nonparametric estimation of the tree structure of a nested Archimedean copula
One of the features inherent in nested Archimedean copulas, also called hierarchical Archimedean copulas, is their rooted tree structure. A nonparametric, rank-based method to estimate this structure is presented.
Segers, Johan, Uyttendaele, Nathan
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On Truncation Invariant Copulas and their Estimation
The paper deals with the family of irreducible left truncation invariant bivariate copulas, which admit a nontrivial lower tail dependence function. Such copulas, similarly as the Archimedean ones, are characterized by a functional parameter, a generator
Jaworski Piotr
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A New Family of Archimedean Copulas: The Half-Logistic Family of Copulas
In this research, we introduce a truncation of the half-logistic distribution function as a multiplicative Archimedean generator. The corresponding Archimedean copula is obtained, namely the half-logistic family.
Abdulhamid A. Alzaid, Weaam M. Alhadlaq
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Archimedean Survival Processes [PDF]
Archimedean copulas are popular in the world of multivariate modelling as a result of their breadth, tractability, and flexibility. A. J. McNeil and J.
Hoyle, Edward, Menguturk, Levent Ali
core
Archimedean Copulas: A Useful Approach in Biomedical Data—A Review with an Application in Pediatrics
Many applications in health research involve the analysis of multivariate distributions of random variables. In this paper, we review the basic theory of copulas to illustrate their advantages in deriving a joint distribution from given marginal ...
Giulia Risca +5 more
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Modelling stochastic bivariate mortality [PDF]
Stochastic mortality, i.e. modelling death arrival via a jump process with stochastic intensity, is gaining increasing reputation as a way to represent mortality risk.
A J G Cairns +36 more
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The family of Clayton copulas is one of the most widely used Archimedean copulas for dependency measurement. A major drawback of this copula is that when it accounts for negative dependence, the copula is nonstrict and its support is dependent on the ...
Cooray Kahadawala
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