The aim of this paper is to understand and to model claims arrival and reporting delay in general insurance. We calibrate two real individual claims data sets to the statistical model of Jewell and Norberg. One data set considers property insurance and the other one casualty insurance. For our analysis we slightly relax the model assumptions of Jewell allowing for non-stationarity so that the model is able to cope with trends and with seasonal patterns. The performance of our individual claims data prediction is compared to the prediction based on aggregate data using the Poisson chain-ladder method
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
Time series are essential for anticipating various claims payment applications. For insurance firms ...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
The aim of this paper is to understand and to model claims arrival and reporting delay in general in...
Building reserves for outstanding liabilities is an important issue in the nancial statement of any ...
The accurate estimation of outstanding liabilities of an insurance company is an essential task. Thi...
This paper considers the problem of predicting the number of events that have occurred in the past, ...
We shall consider the concept of time delays and the extent to which this is a common feature in man...
Insurance offers individuals and companies the possibility to manage their risk by transferring futu...
We shall consider the concept of time delays and the extent to which this is a common feature in man...
This paper proposes a model for the claim occurrence, reporting, and handling process of insurance c...
Insurance claims can have very long durations, from the date they are made known to the insurance co...
The main purpose of this paper is to assess and demonstrate the advantage of claims reserving models...
This paper presents a discrete time model for the estimation of outstanding claims that comprises de...
In this paper we introduce a simple risk model with delayed claims, an extension of the classical Po...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
Time series are essential for anticipating various claims payment applications. For insurance firms ...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
The aim of this paper is to understand and to model claims arrival and reporting delay in general in...
Building reserves for outstanding liabilities is an important issue in the nancial statement of any ...
The accurate estimation of outstanding liabilities of an insurance company is an essential task. Thi...
This paper considers the problem of predicting the number of events that have occurred in the past, ...
We shall consider the concept of time delays and the extent to which this is a common feature in man...
Insurance offers individuals and companies the possibility to manage their risk by transferring futu...
We shall consider the concept of time delays and the extent to which this is a common feature in man...
This paper proposes a model for the claim occurrence, reporting, and handling process of insurance c...
Insurance claims can have very long durations, from the date they are made known to the insurance co...
The main purpose of this paper is to assess and demonstrate the advantage of claims reserving models...
This paper presents a discrete time model for the estimation of outstanding claims that comprises de...
In this paper we introduce a simple risk model with delayed claims, an extension of the classical Po...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...
Time series are essential for anticipating various claims payment applications. For insurance firms ...
The vast literature on stochastic loss reserving concentrates on data aggregated in run-off triangle...