In this note we provide a simple alternative probabilistic derivation of an explicit formula of Kwan and Yang (2007) for the probability of ruin in a risk model with a certain dependence between general claim interoccurrence times and subsequent claim sizes of conditionally exponential type. The approach puts the type of formula in a general context, illustrating the potential for similar simple ruin probability expressions in more general risk models with dependence. Keywords: Sparre Andersen risk model; ruin probability; Markov additive proces
This paper presents an explicit characterization for the joint probability density function of the s...
International audienceThe purpose of this paper is to point out that an asymptotic rule "A+B/u" for ...
There is a vast literature in the analysis of the insurer's surplus process under the Sparre Anderse...
In this note we provide a simple alternative probabilistic derivation of an explicit formula of Kwan...
We show that a simple mixing idea allows one to establish a number of explicit formulas for ruin pro...
We analyse ruin probabilities for an insurance risk process with a more generalised dependence struc...
In this paper we relax the independence assumption of claim sizes and claim occurrence times in the ...
In this paper, we study the Gerber-Shiu expected discounted penalty function in a Sparre Andersen ri...
We consider a discrete-time dependent Sparre Andersen risk model which incorporates multiple thresho...
In ruin theory, the net profit condition intuitively means that the sizes of the incurred random cla...
A generalized Sparre Andersen risk process is examined, whereby the joint distribution of the interc...
In this paper we consider an extension of the Sparre Andersen insurance risk model by relaxing one o...
In this paper, we consider the Sparre Andersen risk model with an arbitrary interclaim time distribu...
In this paper, a dependent Sparre Andersen risk process in which the joint density of the interclaim...
Abstract: In this paper, we derive the explicit expressions and an upper bound of the ruin probabili...
This paper presents an explicit characterization for the joint probability density function of the s...
International audienceThe purpose of this paper is to point out that an asymptotic rule "A+B/u" for ...
There is a vast literature in the analysis of the insurer's surplus process under the Sparre Anderse...
In this note we provide a simple alternative probabilistic derivation of an explicit formula of Kwan...
We show that a simple mixing idea allows one to establish a number of explicit formulas for ruin pro...
We analyse ruin probabilities for an insurance risk process with a more generalised dependence struc...
In this paper we relax the independence assumption of claim sizes and claim occurrence times in the ...
In this paper, we study the Gerber-Shiu expected discounted penalty function in a Sparre Andersen ri...
We consider a discrete-time dependent Sparre Andersen risk model which incorporates multiple thresho...
In ruin theory, the net profit condition intuitively means that the sizes of the incurred random cla...
A generalized Sparre Andersen risk process is examined, whereby the joint distribution of the interc...
In this paper we consider an extension of the Sparre Andersen insurance risk model by relaxing one o...
In this paper, we consider the Sparre Andersen risk model with an arbitrary interclaim time distribu...
In this paper, a dependent Sparre Andersen risk process in which the joint density of the interclaim...
Abstract: In this paper, we derive the explicit expressions and an upper bound of the ruin probabili...
This paper presents an explicit characterization for the joint probability density function of the s...
International audienceThe purpose of this paper is to point out that an asymptotic rule "A+B/u" for ...
There is a vast literature in the analysis of the insurer's surplus process under the Sparre Anderse...