We consider an insurer who faces an external jump-diffusion risk that is negatively correlated with the capital returns in a multidimensional regime switching model. The insurer selects investment and liability ratio policies continuously to maximize her/his expected utility of terminal wealth. We obtain explicit solutions of optimal policies for logarithmic and power utility functions. We study the impact of the insurer’s risk aversion, the negative correlation between the external risk and the capital returns, and the regime of the economy on the optimal policy. We find, among other things, that the regime of the economy and the negative correlation between the external risk and the capital returns have a dramatic effect on the optimal po...
The paper treats the generalized Merton-type optimal consumption invest-ment problem for a financial...
In this paper, we consider an insurance company whose surplus (reserve) is modeled by a jump diffusi...
In this paper, we consider an insurance company whose surplus (reserve) is modeled by a jump diffusi...
We generalize Merton’s framework by incorporating an insurable loss. Mo-tivated by new insurance pro...
We investigate an optimal investment problem of an insurance company in the presence of risk constra...
This paper investigates the optimal portfolio choice problem for a large insurer with negative expon...
We study an optimal investment-reinsurance problem for an insurer who faces dynamic risk constraint ...
We investigate an insurer's optimal investment and liability problem by maximizing the expected term...
We introduce a model to discuss an optimal investment problem of an insurance company using a game t...
We introduce a model to discuss an optimal investment problem of an insurance company using a game t...
In this paper, we study optimal investment policies of an insurer with jump-diffusion risk process. ...
We discuss a general problem of optimal strategies for insurance, consumption and investment in a ch...
We study investment and insurance demand decisions for an agent in a theoretical continuous-time exp...
We consider an insurance company whose surplus is governed by a jump diffusion risk process. The ins...
We consider an insurance company whose surplus is governed by a jump diffusion risk process. The ins...
The paper treats the generalized Merton-type optimal consumption invest-ment problem for a financial...
In this paper, we consider an insurance company whose surplus (reserve) is modeled by a jump diffusi...
In this paper, we consider an insurance company whose surplus (reserve) is modeled by a jump diffusi...
We generalize Merton’s framework by incorporating an insurable loss. Mo-tivated by new insurance pro...
We investigate an optimal investment problem of an insurance company in the presence of risk constra...
This paper investigates the optimal portfolio choice problem for a large insurer with negative expon...
We study an optimal investment-reinsurance problem for an insurer who faces dynamic risk constraint ...
We investigate an insurer's optimal investment and liability problem by maximizing the expected term...
We introduce a model to discuss an optimal investment problem of an insurance company using a game t...
We introduce a model to discuss an optimal investment problem of an insurance company using a game t...
In this paper, we study optimal investment policies of an insurer with jump-diffusion risk process. ...
We discuss a general problem of optimal strategies for insurance, consumption and investment in a ch...
We study investment and insurance demand decisions for an agent in a theoretical continuous-time exp...
We consider an insurance company whose surplus is governed by a jump diffusion risk process. The ins...
We consider an insurance company whose surplus is governed by a jump diffusion risk process. The ins...
The paper treats the generalized Merton-type optimal consumption invest-ment problem for a financial...
In this paper, we consider an insurance company whose surplus (reserve) is modeled by a jump diffusi...
In this paper, we consider an insurance company whose surplus (reserve) is modeled by a jump diffusi...