For a general class of risk models, the dividends-penalty identity is derived by probabilistic reasoning. This identity is the key for understanding and determining the optimal dividend barrier, which maximizes the difference between the expected present value of all dividends until ruin and the expected discounted value of a penalty at ruin (which is typically a function of the deficit at ruin). As an illustration, the optimal barrier is calculated in two classical models, for different penalty functions and a variety of parameter values
We consider the optimal dividend problem for the insurance risk process in a general Lévy process se...
The optimal dividend problem proposed by de Finetti [de Finetti, B., 1957. Su un?impostazione altern...
ISBN 07340 3008 8We consider a classical surplus process modified by the paymentof dividends when th...
For a general class of risk models, the dividends-penalty identity is derived by probabilistic reaso...
For a general class of risk models, the dividends-penalty identity is derived by probabilistic reaso...
The dividends-penalty identity is a relation between three functions: the discounted penalty functio...
The paper studies a discrete counterpart of Gerber et al. (2006). The surplus of an insurance compa...
Consider the classical compound Poisson model of risk theory, in which dividends are paid to the sha...
In applications of collective risk theory, complete information for the distribution of individual c...
We study the optimal dividend problem where the surplus process of an insurance company is modelled ...
C1 - Refereed Journal ArticleWe consider a situation originally discussed by De Finetti (1957) in wh...
We consider the compound Poisson risk model with debit interest and dividend payments. The model ass...
The risk model with interclaim-dependent claim sizes proposed by Boudreault et al. [Boudreault, M....
C1 - Refereed Journal ArticleABSTRACT We consider a classical surplus process modified by the payme...
Consider the classical compound Poisson model of risk theory, in which dividends are paid to the sha...
We consider the optimal dividend problem for the insurance risk process in a general Lévy process se...
The optimal dividend problem proposed by de Finetti [de Finetti, B., 1957. Su un?impostazione altern...
ISBN 07340 3008 8We consider a classical surplus process modified by the paymentof dividends when th...
For a general class of risk models, the dividends-penalty identity is derived by probabilistic reaso...
For a general class of risk models, the dividends-penalty identity is derived by probabilistic reaso...
The dividends-penalty identity is a relation between three functions: the discounted penalty functio...
The paper studies a discrete counterpart of Gerber et al. (2006). The surplus of an insurance compa...
Consider the classical compound Poisson model of risk theory, in which dividends are paid to the sha...
In applications of collective risk theory, complete information for the distribution of individual c...
We study the optimal dividend problem where the surplus process of an insurance company is modelled ...
C1 - Refereed Journal ArticleWe consider a situation originally discussed by De Finetti (1957) in wh...
We consider the compound Poisson risk model with debit interest and dividend payments. The model ass...
The risk model with interclaim-dependent claim sizes proposed by Boudreault et al. [Boudreault, M....
C1 - Refereed Journal ArticleABSTRACT We consider a classical surplus process modified by the payme...
Consider the classical compound Poisson model of risk theory, in which dividends are paid to the sha...
We consider the optimal dividend problem for the insurance risk process in a general Lévy process se...
The optimal dividend problem proposed by de Finetti [de Finetti, B., 1957. Su un?impostazione altern...
ISBN 07340 3008 8We consider a classical surplus process modified by the paymentof dividends when th...