One of the methods to approximate the ruin probability of a (insurance and reinsurance) company is to use discrete time risk model recursive formulas. The model is based on a presumption that the company with the certain amount of initial surplus earns one monetary unit in one period of time and has multiple claims (risks), distributions of which are known. If at some point of time the capital of the company falls below zero or reaches zero, it is considered as a ruin. After the introduction of "Solvency II" some of the requirements for an insurance company capital have been changed thus it is reasonable to modify the discrete time risk model. In this work we changed up the model according to the requirements of "Solvency II" and calculated...
Recursive formula for infinite time ruin probability in the multi-seasonal discrete-time risk model ...
In most countries the authorities impose capital requirements on insurance companies in order to avo...
In this paper we present fast and accurate approximations for the probability of ruin over a finite ...
One of the methods to approximate the ruin probability of a (insurance and reinsurance) company is t...
In this thesis, the discrete-time risk model with inhomogeneous claims is investigated. This model d...
Two upper bounds for ruin probability under the discrete time risk model for insurance controlled by...
For an insurance company, effective risk management requires an appropriate measurement of the risk ...
The computation of ruin probabilities constitutes a central topic in risk theory. Even though the st...
This bachelor thesis is related with ruin probability of seasonal discrete time risk model. In this ...
In this thesis, the discrete-time risk model with inhomogeneous claims is investigated. This model d...
This paper investigates the probability of ruin within a finite period of time in the context of an ...
ABSTRACT. We study the ruin problem over a risk process described by a discrete-time Markov model. I...
Using an approach similar to that of Gerber and Shiu (1998), a recursive formula is given for the ex...
The discrete time risk model with two seasons and dependent claims is considered. An algorithm is cr...
Discrete-time risk model is considered, and recurrent algorithm for the cal- culating the finite-ti...
Recursive formula for infinite time ruin probability in the multi-seasonal discrete-time risk model ...
In most countries the authorities impose capital requirements on insurance companies in order to avo...
In this paper we present fast and accurate approximations for the probability of ruin over a finite ...
One of the methods to approximate the ruin probability of a (insurance and reinsurance) company is t...
In this thesis, the discrete-time risk model with inhomogeneous claims is investigated. This model d...
Two upper bounds for ruin probability under the discrete time risk model for insurance controlled by...
For an insurance company, effective risk management requires an appropriate measurement of the risk ...
The computation of ruin probabilities constitutes a central topic in risk theory. Even though the st...
This bachelor thesis is related with ruin probability of seasonal discrete time risk model. In this ...
In this thesis, the discrete-time risk model with inhomogeneous claims is investigated. This model d...
This paper investigates the probability of ruin within a finite period of time in the context of an ...
ABSTRACT. We study the ruin problem over a risk process described by a discrete-time Markov model. I...
Using an approach similar to that of Gerber and Shiu (1998), a recursive formula is given for the ex...
The discrete time risk model with two seasons and dependent claims is considered. An algorithm is cr...
Discrete-time risk model is considered, and recurrent algorithm for the cal- culating the finite-ti...
Recursive formula for infinite time ruin probability in the multi-seasonal discrete-time risk model ...
In most countries the authorities impose capital requirements on insurance companies in order to avo...
In this paper we present fast and accurate approximations for the probability of ruin over a finite ...