Multiplicative chain-ladder (CL) models are characterized by CL factors that explain the development of claims from one period to the next. In classical CL models every development period has its own CL factor. In the present paper we give a method describing how some of these CL factors can be modeled by a joint functional dependence. This joint functional form reduces the number of model parameters needed
The aim of the present thesis is to describe the classical basic chain-ladder method and several sto...
The Munich chain-ladder method for claims reserving was introduced by Quarg and Mack on an axiomatic...
This thesis examines the stochastic models which reproduce chain-ladder estimates used in reserve es...
We connect classical chain ladder to granular reserving. This is done by defining explicitly how the...
Title: Munich chain ladder method Author: Bc. Veronika Janáková Department: Department of probabilit...
In this article we propose a method close to Double Chain Ladder (DCL) introduced by Martínez-Mirand...
The relationship of the chain ladder method to mathematical statistics has long been debated in actu...
This paper introduces yet another stochastic model replicating chain-ladder estimates and furthermor...
The chain ladder method is a simple and suggestive tool in claims reserving, and vari-ous attempts h...
A general multivariate stochastic reserving model is formulated, which not only specifies contempora...
Double chain ladder demonstrated how the classical chain ladder technique can be broken down into se...
Double chain ladder, introduced by Martínez-Miranda et al. (2012), is a statistical model to predict...
In recent Solvency II considerations much effort has been put into the development of appropriate mo...
The distribution-free chain ladder of Mack justified the use of the chain ladder predictor and enabl...
We consider the identification problem that arises in the age-period-cohort models as well as in the...
The aim of the present thesis is to describe the classical basic chain-ladder method and several sto...
The Munich chain-ladder method for claims reserving was introduced by Quarg and Mack on an axiomatic...
This thesis examines the stochastic models which reproduce chain-ladder estimates used in reserve es...
We connect classical chain ladder to granular reserving. This is done by defining explicitly how the...
Title: Munich chain ladder method Author: Bc. Veronika Janáková Department: Department of probabilit...
In this article we propose a method close to Double Chain Ladder (DCL) introduced by Martínez-Mirand...
The relationship of the chain ladder method to mathematical statistics has long been debated in actu...
This paper introduces yet another stochastic model replicating chain-ladder estimates and furthermor...
The chain ladder method is a simple and suggestive tool in claims reserving, and vari-ous attempts h...
A general multivariate stochastic reserving model is formulated, which not only specifies contempora...
Double chain ladder demonstrated how the classical chain ladder technique can be broken down into se...
Double chain ladder, introduced by Martínez-Miranda et al. (2012), is a statistical model to predict...
In recent Solvency II considerations much effort has been put into the development of appropriate mo...
The distribution-free chain ladder of Mack justified the use of the chain ladder predictor and enabl...
We consider the identification problem that arises in the age-period-cohort models as well as in the...
The aim of the present thesis is to describe the classical basic chain-ladder method and several sto...
The Munich chain-ladder method for claims reserving was introduced by Quarg and Mack on an axiomatic...
This thesis examines the stochastic models which reproduce chain-ladder estimates used in reserve es...