Many different premium principles have been proposed in the literature. In this paper, we focus on the Proportional Hazard Premium. Its asymptotic normality has been established in the literature under suitable conditions which are not fulfilled in case of heavy-tailed distribu-tions. We thus focus on this framework and propose a reduced-bias approach for the classical estimators. A small simulation study is proposed to illustrate the efficiency of our approach
The problem of estimation of the heavy tail index is revisited from the point of view of truncated e...
This paper explores two tail-based premium calculation principles, the tail standard deviation (TSD)...
We consider removing lower order statistics from the classical Hill estimator in extreme value stati...
In this paper we propose an asymptotic gaussian reduced bias estimator of the reinsurance premium of...
International audienceSeveral risk measures have been proposed in the literature. In this talk, we f...
In the actuarial literature, many authors have studied estimation of the reinsurance premium for hea...
We discuss the application of the proportional hazard premium calculation principle in the parametri...
Rapid growth in heavy-tailed claim severity in commercial liability insurance requires insurer respo...
Many insurance premium principles are dened and various estimation procedures introduced in the lite...
Many authors have studied estimation of the reinsurance premium when sequences are i.i.d. for differ...
Several risk measures, such as the distorted insurance premium and the two-sided deviation (TSD) mea...
We consider an arbitrary continuous cumulative distribution function F (x) with a probability densit...
We use the so-called t-Hill tail index estimator proposed by Fabian (2001), rather than Hill's one, ...
Any distribution in the positive axis can be used as the associated model to severity for individual...
In this note, we consider the classical insurance risk model with heavy-tailed claim distributions. ...
The problem of estimation of the heavy tail index is revisited from the point of view of truncated e...
This paper explores two tail-based premium calculation principles, the tail standard deviation (TSD)...
We consider removing lower order statistics from the classical Hill estimator in extreme value stati...
In this paper we propose an asymptotic gaussian reduced bias estimator of the reinsurance premium of...
International audienceSeveral risk measures have been proposed in the literature. In this talk, we f...
In the actuarial literature, many authors have studied estimation of the reinsurance premium for hea...
We discuss the application of the proportional hazard premium calculation principle in the parametri...
Rapid growth in heavy-tailed claim severity in commercial liability insurance requires insurer respo...
Many insurance premium principles are dened and various estimation procedures introduced in the lite...
Many authors have studied estimation of the reinsurance premium when sequences are i.i.d. for differ...
Several risk measures, such as the distorted insurance premium and the two-sided deviation (TSD) mea...
We consider an arbitrary continuous cumulative distribution function F (x) with a probability densit...
We use the so-called t-Hill tail index estimator proposed by Fabian (2001), rather than Hill's one, ...
Any distribution in the positive axis can be used as the associated model to severity for individual...
In this note, we consider the classical insurance risk model with heavy-tailed claim distributions. ...
The problem of estimation of the heavy tail index is revisited from the point of view of truncated e...
This paper explores two tail-based premium calculation principles, the tail standard deviation (TSD)...
We consider removing lower order statistics from the classical Hill estimator in extreme value stati...