Frey and Schmidt (1996) obtained a recursive method of approximating finite time multivariate ruin probability based on a Mc-Laurin expansion for the classical case and exponentially tailed distributions of the claim size. In this work a generalization will be considered, firts beyond the classical case and later, in the classical context, for any distribution of the claim size. It will be also proved that the recursive procedure can be simplified
Using an approach similar to that of Gerber and Shiu (1998), a recursive formula is given for the ex...
In this paper, we present fast and accurate approximations for the probability of ruin over a finite...
AbstractThis paper investigates the probability of ruin within finite horizon for a discrete time ri...
The author gratefully acknowledges the financia support from: Bacas de Perfeccionamiento de Doctore...
The series expansion introduced by Frey and Schmidt (1996) [Taylor Series expansion for multivariate...
The paper presents an extension of the classical Cramér-Lundberg ruin theory: the famous upper bound...
In this paper we present a different approach on Dickson and Waters [Astin Bulletin 21 (1991) 199] a...
International audienceModeling insurance risks is a task that received an increasing attention becau...
We consider continuous time risk processes in which the claim sizes are dependent and non-identicall...
In this work we present an explicit formula for the Laplace transform in time of the finite time rui...
International audienceA risk process with constant premium rate $c$ and Poisson arrivals of claims i...
This PhD thesis presents new models and new results in ruin theory, in the case where claim amounts ...
In this paper we present fast and accurate approximations for the probability of ruin over a finite ...
International audienceIn ruin theory, the univariate model may be found too restrictive to describe ...
In the usual model of the collective risk theory, we are interested in the severity of ruin, as well...
Using an approach similar to that of Gerber and Shiu (1998), a recursive formula is given for the ex...
In this paper, we present fast and accurate approximations for the probability of ruin over a finite...
AbstractThis paper investigates the probability of ruin within finite horizon for a discrete time ri...
The author gratefully acknowledges the financia support from: Bacas de Perfeccionamiento de Doctore...
The series expansion introduced by Frey and Schmidt (1996) [Taylor Series expansion for multivariate...
The paper presents an extension of the classical Cramér-Lundberg ruin theory: the famous upper bound...
In this paper we present a different approach on Dickson and Waters [Astin Bulletin 21 (1991) 199] a...
International audienceModeling insurance risks is a task that received an increasing attention becau...
We consider continuous time risk processes in which the claim sizes are dependent and non-identicall...
In this work we present an explicit formula for the Laplace transform in time of the finite time rui...
International audienceA risk process with constant premium rate $c$ and Poisson arrivals of claims i...
This PhD thesis presents new models and new results in ruin theory, in the case where claim amounts ...
In this paper we present fast and accurate approximations for the probability of ruin over a finite ...
International audienceIn ruin theory, the univariate model may be found too restrictive to describe ...
In the usual model of the collective risk theory, we are interested in the severity of ruin, as well...
Using an approach similar to that of Gerber and Shiu (1998), a recursive formula is given for the ex...
In this paper, we present fast and accurate approximations for the probability of ruin over a finite...
AbstractThis paper investigates the probability of ruin within finite horizon for a discrete time ri...