AbstractThe large claims reinsurance treaties ECOMOR and LCR are well known not to be very popular. They have been largely neglected by most reinsurers because of their technical complexity. In this paper, we derive new mathematical results connected to asymptotic problems of these reinsurance forms. Perhaps these results can reopen the discussion on the usefulness of including the largest claims in the decision making procedure. Apart from asymptotic estimates for the tail of the distribution of the ECOMOR-quantity, we find its weak laws. We also deal with the weak laws of the LCR-quantity. Finally, we illustrate the outcomes with a number of simulations
The paper consists of two parts: Part 1: Estimating the loading of the largest claims reinsurance co...
The purpose of this Ph.D. thesis is twofold. Firstly, we concentrate on mathematical properties of r...
The paper deals with some aspects of modelling catastrophic risk and with its application to non- -...
AbstractThe large claims reinsurance treaties ECOMOR and LCR are well known not to be very popular. ...
The large claims reinsurance treaties ECOMOR and LCR are well known not to be very popular. They hav...
We consider an extension of the classical compound Poisson risk model, where the waiting time betwee...
We investigate the probability that an insurance portfolio gets ruined within a finite time period u...
Assuming that the claim sizes of an insurance company have a common distribution with gamma-like tai...
We consider a dependent portfolio of insurance contracts. Asymptotic tail probabilities of the ECOMO...
Reinsurance treaties defined as generahzatmns of the classical largest claims reinsurance covers are...
We compare two types of reinsurance: excess of loss (EOL) and largest claim reinsurance (LCR), each ...
The theory of extreme values is a special branch of mathematical statistics and was mainly treated b...
Abstract: We present results allowing one to evaluate the cost and the variance reduction of the ced...
A Monte Carlo based approach to evaluate and/or compare the riskiness of reinsurance treaties for bo...
Assume that claims in a portfolio of insurance contracts are described by independent and identicall...
The paper consists of two parts: Part 1: Estimating the loading of the largest claims reinsurance co...
The purpose of this Ph.D. thesis is twofold. Firstly, we concentrate on mathematical properties of r...
The paper deals with some aspects of modelling catastrophic risk and with its application to non- -...
AbstractThe large claims reinsurance treaties ECOMOR and LCR are well known not to be very popular. ...
The large claims reinsurance treaties ECOMOR and LCR are well known not to be very popular. They hav...
We consider an extension of the classical compound Poisson risk model, where the waiting time betwee...
We investigate the probability that an insurance portfolio gets ruined within a finite time period u...
Assuming that the claim sizes of an insurance company have a common distribution with gamma-like tai...
We consider a dependent portfolio of insurance contracts. Asymptotic tail probabilities of the ECOMO...
Reinsurance treaties defined as generahzatmns of the classical largest claims reinsurance covers are...
We compare two types of reinsurance: excess of loss (EOL) and largest claim reinsurance (LCR), each ...
The theory of extreme values is a special branch of mathematical statistics and was mainly treated b...
Abstract: We present results allowing one to evaluate the cost and the variance reduction of the ced...
A Monte Carlo based approach to evaluate and/or compare the riskiness of reinsurance treaties for bo...
Assume that claims in a portfolio of insurance contracts are described by independent and identicall...
The paper consists of two parts: Part 1: Estimating the loading of the largest claims reinsurance co...
The purpose of this Ph.D. thesis is twofold. Firstly, we concentrate on mathematical properties of r...
The paper deals with some aspects of modelling catastrophic risk and with its application to non- -...