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- W1995345963 abstract "Starting from a special interpretation of the fundamental principle of equivalence in life assurance a method for obtaining approximate premiums is developed. This method—based on the well-known theory of F. P. Cantelli and a special premium formula given by C. Boehm—is useful to discuss proportional variations in the mortality rates: $$q_{x + m - 1} = k_m q_{x + m - 1} (q_{x + m - 1} = tabular mortality rate)$$ Chapter I contains the theory; Chapter II gives a short review of the most important hypotheses concerning the mortality of substandard lives and their actuarial treatment. In Chapters III and IV constant proportional extra mortality: $$k_m = const. = k geqslant 1$$ and decreasing proportional extra mortality: $$k_1 > k_2 > ... > k_t = k_{t + 1} = ... = const. = k geqslant 1$$ are discussed systematically." @default.
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- W1995345963 date "1959-04-01" @default.
- W1995345963 modified "2023-09-25" @default.
- W1995345963 title "Eine besondere Deutung der Äquivalenzgleichungen und ihre Anwendung auf die Lebensversicherung erhöhter Risiken" @default.
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- W1995345963 doi "https://doi.org/10.1007/bf02809427" @default.
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