In the framework of classical risk theory we investigate a surplus process in the presence of a non-linear dividend barrier and derive equations for two characteristics of such a process, the probability of survival and the expected sum of discounted dividend payments. Number-theoretic solution techniques are developed for approximating these quantities and numerical illustrations are given for exponential claim sizes and a parabolic dividend barrier
We consider a classical compound Poisson risk model with affine dividend payments. We illustrate how...
In the collective risk theory framework we consider a model in which the reserve earns interest at a...
We consider the optimal dividend problem for the insurance risk process in a general Lévy process se...
C1 - Refereed Journal ArticleWe consider a situation originally discussed by De Finetti (1957) in wh...
This paper refers to the classical collective risk theory model, mod-ified by the inclusion of a dou...
In applications of collective risk theory, complete information about the individual claim amount di...
The paper studies the dual risk model with a barrier strategy under the concept of bankruptcy, in wh...
In applications of collective risk theory, complete information about the individual claim amount di...
This paper evaluates the dividend payments for general claim size distributions in the presence of a...
In this paper we consider an alternative dividend payment strategy in risk theory, where the dividen...
We consider the compound Poisson risk model with debit interest and dividend payments. The model ass...
Consider the classical compound Poisson model of risk theory, in which dividends are paid to the sha...
The paper studies a discrete counterpart of Gerber et al. (2006). The surplus of an insurance compa...
We consider an alternating risk reserve process with a threshold dividend strat-egy. The process can...
Consider the classical compound Poisson model of risk theory, in which dividends are paid to the sha...
We consider a classical compound Poisson risk model with affine dividend payments. We illustrate how...
In the collective risk theory framework we consider a model in which the reserve earns interest at a...
We consider the optimal dividend problem for the insurance risk process in a general Lévy process se...
C1 - Refereed Journal ArticleWe consider a situation originally discussed by De Finetti (1957) in wh...
This paper refers to the classical collective risk theory model, mod-ified by the inclusion of a dou...
In applications of collective risk theory, complete information about the individual claim amount di...
The paper studies the dual risk model with a barrier strategy under the concept of bankruptcy, in wh...
In applications of collective risk theory, complete information about the individual claim amount di...
This paper evaluates the dividend payments for general claim size distributions in the presence of a...
In this paper we consider an alternative dividend payment strategy in risk theory, where the dividen...
We consider the compound Poisson risk model with debit interest and dividend payments. The model ass...
Consider the classical compound Poisson model of risk theory, in which dividends are paid to the sha...
The paper studies a discrete counterpart of Gerber et al. (2006). The surplus of an insurance compa...
We consider an alternating risk reserve process with a threshold dividend strat-egy. The process can...
Consider the classical compound Poisson model of risk theory, in which dividends are paid to the sha...
We consider a classical compound Poisson risk model with affine dividend payments. We illustrate how...
In the collective risk theory framework we consider a model in which the reserve earns interest at a...
We consider the optimal dividend problem for the insurance risk process in a general Lévy process se...