By H. W. Kreis (auth.)
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Surroundings the cost of a non-life insurance coverage includes the statistical research of coverage information, considering quite a few houses of the insured item and the coverage holder. brought by way of British actuaries, generalized linear types (GLMs) have by way of now turn into a typical strategy used for pricing in lots of nations.
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The mathematical idea of non-life coverage constructed a lot later than the speculation of existence assurance. the issues that ensue within the former box are way more complicated for numerous purposes: 1. within the box oflife coverage, the corporate frequently has to pay a declare at the coverage just once: the insured dies or the coverage matures just once.
A pragmatic consultant TO THE advanced factor OF long term CARE coverage "Next to purchasing the suitable long term care assurance, paying for and interpreting J. ok. Lasser's selecting the best long term Care assurance is the easiest funding seniors and their households could make to assist insure independence and dignity of their golden years.
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Transactions. 325. 15. See the work mentioned under , p. 133. 16. See the work mentioned under , p. 145. 17. : A life insurer's interpretation of survival rates. Annals of Life Insurance Medicine, Vol. III. Berlin: Springer 1967. Other literature used CROXTON, F. : Elementary Statistics with Applications in Medicine and the Biological Sciences. New York: Dover Publications, Inc. 1953. Documenta Geigy: Scientific Tables, 6th Edition. Basel 1960. HILL, A. : Principles of Medical Statistics, 7th Edition.
A detailed study of these problems would be beyond the scope of this work. Suffice it to mention that the disease which was the direct cause of death can often only be determined with difficulty and that insufficient attention is paid in some countries to the establishment of the cause of death, which is of particular relevance to our study. The causes of death were enumerated according to the number of deceased persons, the corresponding number of policies terminated by death being given in the first table only.
58, October 1958. 4. - Betradltungen zum Sterblichkeitsverlauf erhohter Risiken. Mitteilungen VSVM, Vol. 61, April 1961. 5. , J. STANISZEWSKY, and G. ROPER: Yom Wesen der Auslese. Mitteilungen VSVM, Vol. 54, April 1954. 6. See pp. 198/99 of the work mentioned under . 7. DENFFER, H. : Zur Hypothese der gleichbleibenden Ubersterblichkeit erhohter Risiken. Septieme conference internationale concernant l'assurance sur la vie des risques aggraves. Aix-Ies-Bains 1955. : Zur Frage des Verlaufs der Ubersterblichkeit erhohter Risiken.
Annals of Life Insurance Medicine: Volume 4 by H. W. Kreis (auth.)