This paper presents a stochastic model of capitalization which takes mto account the financial risk in the actuarial processes. We first introduce a stochastic differential equation which allows us to define the capitalization and actuahzation processes. We use these concepts to present a new principle of premium calculation for the capitalization operations, based on the equality between backward reserve and conditional expectation of the forward reserve. A generalization of the classical Thiele equation in life insurance is also given. Numerical examples dlustrate the model
Stochastic Calculus for Finance evolved from the first ten years of the Carnegie Mellon Professional...
We consider an elementary denition of stochastic processes. The basic properties of random walks, Ma...
This paper presents a model for the force of interest which is based on the consideration of a real ...
This paper presents a stochastic model of capitalization which takes mto account the financial risk ...
ABSTRACT. In the present paper we conduct a deep study on some basic concepts of fi-nancial mathemat...
In this thesis we describe the dynamics of solvency level in life insurance contracts. We do this by...
Insurance-Company Risk Connected with Life-Insurance Contracts by Christophe Berthelot, Mireille Bo...
Over recent decades, insurance and financial industries have been affected by the volatility of econ...
In this thesis we inspect the prospective reserve of a life insurance contract. The objective is to ...
The capital requirements for insurance companies in the Solvency I framework are based on the premiu...
In the present work we give a self-contained introduction to financial mathematical models character...
This paper provides a stochastic model, consistent with Solvency II and the Delegated Regulation, to...
In this paper, we introduce a class of stochastic interest model driven by a compoundPoisson process...
In this paper, we introduce a class of stochastic interest model driven by a compoundPoisson process...
On étudie la relation simultanée entre la capitalisation et le risque des banques situées dans les p...
Stochastic Calculus for Finance evolved from the first ten years of the Carnegie Mellon Professional...
We consider an elementary denition of stochastic processes. The basic properties of random walks, Ma...
This paper presents a model for the force of interest which is based on the consideration of a real ...
This paper presents a stochastic model of capitalization which takes mto account the financial risk ...
ABSTRACT. In the present paper we conduct a deep study on some basic concepts of fi-nancial mathemat...
In this thesis we describe the dynamics of solvency level in life insurance contracts. We do this by...
Insurance-Company Risk Connected with Life-Insurance Contracts by Christophe Berthelot, Mireille Bo...
Over recent decades, insurance and financial industries have been affected by the volatility of econ...
In this thesis we inspect the prospective reserve of a life insurance contract. The objective is to ...
The capital requirements for insurance companies in the Solvency I framework are based on the premiu...
In the present work we give a self-contained introduction to financial mathematical models character...
This paper provides a stochastic model, consistent with Solvency II and the Delegated Regulation, to...
In this paper, we introduce a class of stochastic interest model driven by a compoundPoisson process...
In this paper, we introduce a class of stochastic interest model driven by a compoundPoisson process...
On étudie la relation simultanée entre la capitalisation et le risque des banques situées dans les p...
Stochastic Calculus for Finance evolved from the first ten years of the Carnegie Mellon Professional...
We consider an elementary denition of stochastic processes. The basic properties of random walks, Ma...
This paper presents a model for the force of interest which is based on the consideration of a real ...