In this paper, the compound Poisson risk model with surplus-dependent premium rate is analyzed in the taxation system proposed by Albrecher and Hipp (Blätter der DGVFM 28(1):13-28, 2007). In the compound Poisson risk model, Albrecher and Hipp (Blätter der DGVFM 28(1):13-28, 2007) showed that a simple relationship between the ruin probabilities in the risk model with and without tax exists. This so-called tax identity was later generalized to a surplus-dependent tax rate by Albrecher et al. (Insur Math Econ 44(2):304-306, 2009). The present paper further generalizes these results to the Gerber-Shiu function with a generalized penalty function involving the maximum surplus prior to ruin. We show that this generalized Gerber-Shiu function in t...
In this thesis, we consider a generalization of the classical Gerber-Shiu function in various risk m...
We consider a general compound Poisson risk model in which the premium rate is surplus dependent. We...
In classical risk theory, the infinite-time ruin probability of a surplus process Ct is calculated a...
We study the distribution of tax payments in the model of Kyprianou and Zhou [Kyprianou, A.E., Zhou,...
The idea of taxation in risk process was first introduced by Albrecher and Hipp (2007), who suggeste...
In a general Sparre Andersen risk model with surplus-dependent premium income, the generalization of...
Using fluctuation theory, we solve the two-sided exit problem and identify the ruin probability for ...
AbstractIn this paper, the discounted penalty (Gerber–Shiu) functions for a risk model involving two...
In this paper, we focus our analysis on the distribution function and the moments of the deficit at ...
In insurance risk theory, dividend and aggregate claim amount are of great research interest as they...
In this paper we develop a symbolic technique to obtain asymptotic expressions for ruin probabilitie...
In this paper, we consider the Markov-modulated insurance risk model with tax. We assume that the cl...
AbstractIn this paper, we consider the ruin problems for a risk model involving two independent clas...
In this paper we investigate the number and maximum severity of the ruin excursion of the insurance ...
In the context of a compound Poisson risk model, we define a threshold proportional reinsurance stra...
In this thesis, we consider a generalization of the classical Gerber-Shiu function in various risk m...
We consider a general compound Poisson risk model in which the premium rate is surplus dependent. We...
In classical risk theory, the infinite-time ruin probability of a surplus process Ct is calculated a...
We study the distribution of tax payments in the model of Kyprianou and Zhou [Kyprianou, A.E., Zhou,...
The idea of taxation in risk process was first introduced by Albrecher and Hipp (2007), who suggeste...
In a general Sparre Andersen risk model with surplus-dependent premium income, the generalization of...
Using fluctuation theory, we solve the two-sided exit problem and identify the ruin probability for ...
AbstractIn this paper, the discounted penalty (Gerber–Shiu) functions for a risk model involving two...
In this paper, we focus our analysis on the distribution function and the moments of the deficit at ...
In insurance risk theory, dividend and aggregate claim amount are of great research interest as they...
In this paper we develop a symbolic technique to obtain asymptotic expressions for ruin probabilitie...
In this paper, we consider the Markov-modulated insurance risk model with tax. We assume that the cl...
AbstractIn this paper, we consider the ruin problems for a risk model involving two independent clas...
In this paper we investigate the number and maximum severity of the ruin excursion of the insurance ...
In the context of a compound Poisson risk model, we define a threshold proportional reinsurance stra...
In this thesis, we consider a generalization of the classical Gerber-Shiu function in various risk m...
We consider a general compound Poisson risk model in which the premium rate is surplus dependent. We...
In classical risk theory, the infinite-time ruin probability of a surplus process Ct is calculated a...