In this paper, we extend the proposed idea of level-varying transition rules in bonus-malus systems onto risk-varying rules and combine both these ideas to formulate the generalization of varying transition rules. Moreover, we generalize the analytical formulae for the determination of optimal relativities under these rules. We find that the risk-varying transition rules are the most effective among the different specifications of transition rules. Our numerical results also indicate that the resulting optimal relativities under the general-varying rules are higher than those of under the risk-varying rules partly due to the differences of the transitions imposed by the rules.7 page(s
The problem of the determination of the relative premiums of a L level Bonus-Malus system while the ...
This thesis deals with bonus-malus systems in car insurance. First of all, the basic no- tation is i...
This work deals with bonus - malus systems for automobile insurance that distinguishtypes of claim. ...
When a bonus–malus system with a single set of optimal relativities and a set of simple transition r...
In this paper, we revisit the determination of optimal relativities under the linear form of relativ...
When a bonus–malus system with a single set of optimal relativities and a set of simple transitionru...
This is the author created version of a work that has been peer reviewed and accepted for publicatio...
With Arthur David and Romuald Elie, we just wrote a short paper on bonus malus, and optimal strategi...
Frangos and Vrontos (2001) proposed an optimal bonus-malus systems with a frequency and a severity c...
International audienceThis paper provides bonus-malus systems which rest on different types of claim...
In this paper we will show how to set up a practical bonus-malus system with a finite number of clas...
In a recent paper, the authors have shown how to compute analytically the Bayesian relativ- ities fo...
In this paper, the classical Bonus-Malus Systems (BMS) under which a premium is set by taking into a...
The majority of optimal Bonus-Malus Systems (BMS) presented up to now in the actuarial literature as...
The problem of the determination of the relative premiums of a L level Bonus-Malus system while the ...
This thesis deals with bonus-malus systems in car insurance. First of all, the basic no- tation is i...
This work deals with bonus - malus systems for automobile insurance that distinguishtypes of claim. ...
When a bonus–malus system with a single set of optimal relativities and a set of simple transition r...
In this paper, we revisit the determination of optimal relativities under the linear form of relativ...
When a bonus–malus system with a single set of optimal relativities and a set of simple transitionru...
This is the author created version of a work that has been peer reviewed and accepted for publicatio...
With Arthur David and Romuald Elie, we just wrote a short paper on bonus malus, and optimal strategi...
Frangos and Vrontos (2001) proposed an optimal bonus-malus systems with a frequency and a severity c...
International audienceThis paper provides bonus-malus systems which rest on different types of claim...
In this paper we will show how to set up a practical bonus-malus system with a finite number of clas...
In a recent paper, the authors have shown how to compute analytically the Bayesian relativ- ities fo...
In this paper, the classical Bonus-Malus Systems (BMS) under which a premium is set by taking into a...
The majority of optimal Bonus-Malus Systems (BMS) presented up to now in the actuarial literature as...
The problem of the determination of the relative premiums of a L level Bonus-Malus system while the ...
This thesis deals with bonus-malus systems in car insurance. First of all, the basic no- tation is i...
This work deals with bonus - malus systems for automobile insurance that distinguishtypes of claim. ...