Renshaw and Verrall (1994) specified the generalized linear model (GLM) underlying the chain-ladder technique and suggested some other GLMs which might be useful in claims reserving. The purpose of this paper is to construct bounds for the discounted loss reserve within the framework of GLMs. Exact calculation of the distribution of the total reserve is not feasible, and hence the determination of lower and upper bounds with a simpler structure is a possible way out. The paper ends with numerical examples illustrating the usefulness of the presented approximations.status: publishe
Loss reserving has been one of the most challenging tasks that actuaries face since the appearance o...
The aim of this paper is to carry out a closed tool to estimate the one-year volatility of the claim...
The prediction of adequate claims reserves is a major subject in actuarial practice and science. Due...
Renshaw and Verrall (1994) specified the generalized linear model (GLM) un-derlying the chain-ladder...
Renshaw and Verrall [11] specified the generalized linear model (GLM) underlying the chain-ladder te...
This thesis studies the benefits of using generalized linear modelling methods in claim reserving in...
ISBN 07340 2954 3This paper provides a case study in the application of generalised linearmodels (“G...
In this paper, we continue the development of the ideas introduced in England and Verrall (2001) by...
Non-life insurance companies need to set aside reserves to meet their claims liability cash flows. T...
In this thesis, we consider several existing models in a claims reserving problem. We compare the tr...
In the actuarial practice, the Bornhuetter-Ferguson (BF) method is commonly used to combine external...
In the presented thesis we deal with the generalized linear models framework in a claims reserving p...
abstract: The use of generalized linear models in loss reserving is not new; many statistical models...
Title Statistical methods and models for the calculation of outstanding claims reserves in general i...
Professor Verrall nicely illustrates how Bayesian models can be applied to claims reserving within t...
Loss reserving has been one of the most challenging tasks that actuaries face since the appearance o...
The aim of this paper is to carry out a closed tool to estimate the one-year volatility of the claim...
The prediction of adequate claims reserves is a major subject in actuarial practice and science. Due...
Renshaw and Verrall (1994) specified the generalized linear model (GLM) un-derlying the chain-ladder...
Renshaw and Verrall [11] specified the generalized linear model (GLM) underlying the chain-ladder te...
This thesis studies the benefits of using generalized linear modelling methods in claim reserving in...
ISBN 07340 2954 3This paper provides a case study in the application of generalised linearmodels (“G...
In this paper, we continue the development of the ideas introduced in England and Verrall (2001) by...
Non-life insurance companies need to set aside reserves to meet their claims liability cash flows. T...
In this thesis, we consider several existing models in a claims reserving problem. We compare the tr...
In the actuarial practice, the Bornhuetter-Ferguson (BF) method is commonly used to combine external...
In the presented thesis we deal with the generalized linear models framework in a claims reserving p...
abstract: The use of generalized linear models in loss reserving is not new; many statistical models...
Title Statistical methods and models for the calculation of outstanding claims reserves in general i...
Professor Verrall nicely illustrates how Bayesian models can be applied to claims reserving within t...
Loss reserving has been one of the most challenging tasks that actuaries face since the appearance o...
The aim of this paper is to carry out a closed tool to estimate the one-year volatility of the claim...
The prediction of adequate claims reserves is a major subject in actuarial practice and science. Due...