Copyright © 2013 Zhang Liu et al. This is an open access article distributed under the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited. In this paper, we consider the dual risk model in which periodic taxation are paid according to a loss-carry-forward sys-tem and dividends are paid under a threshold strategy. We give an analytical approach to derive the expression of gδ(u) (i.e. the Laplace transform of the first upper exit time). We discuss the expected discounted tax payments for this model and obtain its corresponding integro-differential equations. Finally, for Erlang (2) inter-innovation distribution, closed-form expression...
In the dual model, the surplus of a company is a Lévy process with sample paths that are skip-free d...
In this paper, we consider the classical surplus process with interest and a constant dividend barri...
The risk model with interclaim-dependent claim sizes proposed by Boudreault et al. [Boudreault, M....
We consider the dual risk model with special dividend or tax payments: If an arriving gain finds the...
ii In this thesis, we study the expected discounted penalty function and the total dividend payments...
In the classical compound Poisson risk model, it is assumed that a company (typically an insurance c...
In this thesis, we study the expected discounted penalty function and the total dividend payments in...
The optimal dividend problem proposed by de Finetti [de Finetti, B., 1957. Su un?impostazione altern...
AbstractIn this paper, the discounted penalty (Gerber–Shiu) functions for a risk model involving two...
AbstractIn this paper, we consider the renewal risk process under a threshold dividend payment strat...
We study the two-sided exit problem of a time-homogeneous diffusion process with tax payments of los...
We consider a diffusion approximation to a risk process with dividends and capital injections. Tax h...
We consider a risk model driven by a spectrally negative Levy process. From the surplus dividends ar...
We consider a dual risk model with constant expense rate and i.i.d. exponentially distributed gains ...
We consider the compound Poisson risk model with debit interest and dividend payments. The model ass...
In the dual model, the surplus of a company is a Lévy process with sample paths that are skip-free d...
In this paper, we consider the classical surplus process with interest and a constant dividend barri...
The risk model with interclaim-dependent claim sizes proposed by Boudreault et al. [Boudreault, M....
We consider the dual risk model with special dividend or tax payments: If an arriving gain finds the...
ii In this thesis, we study the expected discounted penalty function and the total dividend payments...
In the classical compound Poisson risk model, it is assumed that a company (typically an insurance c...
In this thesis, we study the expected discounted penalty function and the total dividend payments in...
The optimal dividend problem proposed by de Finetti [de Finetti, B., 1957. Su un?impostazione altern...
AbstractIn this paper, the discounted penalty (Gerber–Shiu) functions for a risk model involving two...
AbstractIn this paper, we consider the renewal risk process under a threshold dividend payment strat...
We study the two-sided exit problem of a time-homogeneous diffusion process with tax payments of los...
We consider a diffusion approximation to a risk process with dividends and capital injections. Tax h...
We consider a risk model driven by a spectrally negative Levy process. From the surplus dividends ar...
We consider a dual risk model with constant expense rate and i.i.d. exponentially distributed gains ...
We consider the compound Poisson risk model with debit interest and dividend payments. The model ass...
In the dual model, the surplus of a company is a Lévy process with sample paths that are skip-free d...
In this paper, we consider the classical surplus process with interest and a constant dividend barri...
The risk model with interclaim-dependent claim sizes proposed by Boudreault et al. [Boudreault, M....