On a Method of Obtaining Half-yearly and Quarterly Premiums from the Annual Premium

S. L. Laundy
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Abstract

SIR,—Allow me to draw the attention of your readers to a method of obtaining half-yearly and quarterly premiums from the annual premium. As it is one of much utility to the practical computer, and I do not remember to have met with it in any of the works in use among actuaries, it may not be altogether unworthy of a place in your columns. The subject has been treated by the late Mr. Orchard in his exceedingly valuable work, Single and Annual Assurance Premiums, where at p. vii. of the Introduction he gives the expression for finding cx, the quantity to be added to half the yearly premium to form the half-yearly premium. That expression is as follows:—
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从年保费中提取半年保费和季度保费的方法研究
先生:请允许我向您的读者介绍一种从年保费中获得半年保费和季度保费的方法。由于它是实用计算机的一个很有用的工具,而且我不记得在精算师使用的任何著作中遇到过它,所以它可能并不完全不值得在您的专栏中占有一席之地。已故的奥查德先生在他的极有价值的著作《单次和年度保险费》中论述了这个问题,在第7页。在引言中,他给出了计算cx的表达式,这个量要加到年保费的一半,形成半年保费。表达式如下:-
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On the Results of the Operations of the Gotha Life Assurance Bank for the first Twenty-five Years of its existence, particularly with respect to the Mortality amongst the Lives Assured Authorship of the Treatise on Probability Published by the Society for the Diffusion of Useful Knowledge On the value of contingent reversionary interests On the Value of Mr. Gompertz's Formula for the Number Living in Terms of the Mortality according to Age, compared with the Value of a similar Formula published in 1832 I. On the First Parliamentary Committee of Insurance; with Remarks illustrative of other facts connected with the History of Insurance; II. A Review of some Recommendations of the Select Committee of the House of Commons on Assurance Associations, 1853
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