A class of premium calculation principles is considered with the premiums obtained as expected values of suitably transformed distribution functions. The Esscher principle is a particular example. It is found that the likelihood ratio ordering of risks is preserved for any of these principles. A renewal theoretical interpretation of a special principle is given, and useful properties as well as a related characterization of the exponential distribution are shown. (orig.)Available from TIB Hannover: RN 6363(1995,4) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische InformationsbibliothekSIGLEDEGerman
A premium principle is derived, in which the loading for a risk is the reinsurance loading for an ex...
ABSTRACT: In actuarial literature the properties of risk measures or insurance premium prin-ciples h...
The expected utility principle is often used to compute the insurance premium through a second-order...
A prominent problem in actuarial science is to determine premium calculation principles that satisfy...
A premium principle is an economic decision rule used by the insurer in order to determine the amoun...
In this paper, it is shown how to approximate theoretical premium calculation principles in order to...
In this paper a new probability density function with both unbounded and bounded support is presente...
This paper introduces the notion of elliptical transformations for possible applications in construc...
We gwe an extension of the Economic Premium Principle treated in Astin Bulletin, Volume 11 where onl...
The paper derives many existing risk measures and premium principles by minimizing a Markov bound fo...
The paper derives many existing risk measures and premium principles by minimizing a Markov bound fo...
We define a premium principle under the continuous cumulative prospect theory which extends the equi...
(a) The notion of premium calculation principle has become fairly generally accepted in the risk the...
In this paper, we investigate the problems of convergence of experience-based ratemakings regarding ...
A premium calculation principle zr is called positively homogeneous if 7r(cX) = c~-(X) for all c>...
A premium principle is derived, in which the loading for a risk is the reinsurance loading for an ex...
ABSTRACT: In actuarial literature the properties of risk measures or insurance premium prin-ciples h...
The expected utility principle is often used to compute the insurance premium through a second-order...
A prominent problem in actuarial science is to determine premium calculation principles that satisfy...
A premium principle is an economic decision rule used by the insurer in order to determine the amoun...
In this paper, it is shown how to approximate theoretical premium calculation principles in order to...
In this paper a new probability density function with both unbounded and bounded support is presente...
This paper introduces the notion of elliptical transformations for possible applications in construc...
We gwe an extension of the Economic Premium Principle treated in Astin Bulletin, Volume 11 where onl...
The paper derives many existing risk measures and premium principles by minimizing a Markov bound fo...
The paper derives many existing risk measures and premium principles by minimizing a Markov bound fo...
We define a premium principle under the continuous cumulative prospect theory which extends the equi...
(a) The notion of premium calculation principle has become fairly generally accepted in the risk the...
In this paper, we investigate the problems of convergence of experience-based ratemakings regarding ...
A premium calculation principle zr is called positively homogeneous if 7r(cX) = c~-(X) for all c>...
A premium principle is derived, in which the loading for a risk is the reinsurance loading for an ex...
ABSTRACT: In actuarial literature the properties of risk measures or insurance premium prin-ciples h...
The expected utility principle is often used to compute the insurance premium through a second-order...