[eng] It is presented an application of generalized linear mixed models to the claim reserving problem, when data is of individual type, that generally corresponds to RBNS (Reported But Not Settled) claims. Reserves by years of origin and total are calculated and, with parametric bootstrap, predictive distributions of these reserves are estimated. Generalized linear mixed models are estimated using frequentist statistic. The used software is R, especially the lme4 package, although it is also used SAS. Results are compared with those of the Chain-Ladder method.[cat] Se presenta una aplicación de los modelos lineales generalizados mixtos al cálculo de provisiones cuando los datos son de tipo individual que, en general, se corresponden con da...
The aim of this paper is to carry out a closed tool to estimate the one-year volatility of the claim...
We consider a Tweedie's compound Poisson regression model with fixed and random effects, to describe...
One of the main goals in non-life insurance is to estimate the claims reserve distribution. A genera...
[eng] It is presented an application of generalized linear mixed models to the claim reserving probl...
We consider a Generalized Linear Mixed Model for claims reserving with the aim of taking account of ...
In this paper, we continue the development of the ideas introduced in England and Verrall (2001) by...
In this thesis, we consider several existing models in a claims reserving problem. We compare the tr...
This thesis studies the benefits of using generalized linear modelling methods in claim reserving in...
In the presented thesis the issue of dependency between response variables within the subjects in th...
Renshaw and Verrall (1994) specified the generalized linear model (GLM) underlying the chain-ladder ...
In the presented thesis we deal with the generalized linear models framework in a claims reserving p...
Insurers are faced with the challenge of estimating the future reserves needed to handle historic an...
Renshaw and Verrall (1994) specified the generalized linear model (GLM) un-derlying the chain-ladder...
This diploma project is focused on the estimation of incurred value of claim and probability of the ...
Este trabajo describe una serie de técnicas para el estudio de modelos estadísticos que no satisface...
The aim of this paper is to carry out a closed tool to estimate the one-year volatility of the claim...
We consider a Tweedie's compound Poisson regression model with fixed and random effects, to describe...
One of the main goals in non-life insurance is to estimate the claims reserve distribution. A genera...
[eng] It is presented an application of generalized linear mixed models to the claim reserving probl...
We consider a Generalized Linear Mixed Model for claims reserving with the aim of taking account of ...
In this paper, we continue the development of the ideas introduced in England and Verrall (2001) by...
In this thesis, we consider several existing models in a claims reserving problem. We compare the tr...
This thesis studies the benefits of using generalized linear modelling methods in claim reserving in...
In the presented thesis the issue of dependency between response variables within the subjects in th...
Renshaw and Verrall (1994) specified the generalized linear model (GLM) underlying the chain-ladder ...
In the presented thesis we deal with the generalized linear models framework in a claims reserving p...
Insurers are faced with the challenge of estimating the future reserves needed to handle historic an...
Renshaw and Verrall (1994) specified the generalized linear model (GLM) un-derlying the chain-ladder...
This diploma project is focused on the estimation of incurred value of claim and probability of the ...
Este trabajo describe una serie de técnicas para el estudio de modelos estadísticos que no satisface...
The aim of this paper is to carry out a closed tool to estimate the one-year volatility of the claim...
We consider a Tweedie's compound Poisson regression model with fixed and random effects, to describe...
One of the main goals in non-life insurance is to estimate the claims reserve distribution. A genera...