We consider the problem of claims reserving and estimating run-off triangles. We generalize the gamma cell distributions model which leads to Tweedie's compound Poisson model. Choosing a suitable parametrization, we estimate the parameters of our model within the framework of generalized linear models (see Jørgensen-de Souza [2] and Smyth-Jørgensen [8]). We show that these methods lead to reasonable estimates of the outstanding loss liabilitie
In general insurance, measuring the uncertainty of future loss payments and estimating the claims re...
This paper describes the specification, estimation and comparison ofdouble generalized linear compou...
Stochastic models for outstanding claims valuation have been recently developed with the aim to obta...
We consider a Tweedie's compound Poisson regression model with fixed and random effects, to describe...
In this paper we examine the claims reserving problem using Tweedie's compound Poisson model. We dev...
This presented thesis deals with applications of Tweedie compound Poisson model in non-life insuranc...
We consider the problem of estimating accurately the pure premium of a property and casualty insuran...
The compound Poisson distribution with gamma claim sizes is a very common model for premium estima...
In this paper we examine the claims reserving problem using Tweedie's compound Poisson model. We dev...
The most commonly used regression model in general insurance pricing is the compound Poisson model w...
We reconsider the problem of producing fair and accurate tariffs based on aggregated insurance data ...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
Claims reserving and claims process estimation are classical problems in general insurance. Some of ...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
The evaluation of outstanding claims uncertainty plays a fundamental role in managing insurance comp...
In general insurance, measuring the uncertainty of future loss payments and estimating the claims re...
This paper describes the specification, estimation and comparison ofdouble generalized linear compou...
Stochastic models for outstanding claims valuation have been recently developed with the aim to obta...
We consider a Tweedie's compound Poisson regression model with fixed and random effects, to describe...
In this paper we examine the claims reserving problem using Tweedie's compound Poisson model. We dev...
This presented thesis deals with applications of Tweedie compound Poisson model in non-life insuranc...
We consider the problem of estimating accurately the pure premium of a property and casualty insuran...
The compound Poisson distribution with gamma claim sizes is a very common model for premium estima...
In this paper we examine the claims reserving problem using Tweedie's compound Poisson model. We dev...
The most commonly used regression model in general insurance pricing is the compound Poisson model w...
We reconsider the problem of producing fair and accurate tariffs based on aggregated insurance data ...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
Claims reserving and claims process estimation are classical problems in general insurance. Some of ...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
The evaluation of outstanding claims uncertainty plays a fundamental role in managing insurance comp...
In general insurance, measuring the uncertainty of future loss payments and estimating the claims re...
This paper describes the specification, estimation and comparison ofdouble generalized linear compou...
Stochastic models for outstanding claims valuation have been recently developed with the aim to obta...