Should Actuaries be Random

R. Campbell, H. E. Clarke
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引用次数: 1

Abstract

Section 2 of the paper outlines the general methodology of simulation and serves as a guide to those appendices of the paper where some technical details are given. Section 3 of the paper considers various actuarial problems and discusses how simulation methods might be applied to them. We have not worked on all the problems described in this section ourselves. The intention is partly to suggest problems that could be tackled by simulation and to consider whether this approach is worthwhile. Throughout the paper we talk in terms of computers but many simple models can be simulated using a programmable pocket calculator. A simulation experiment is not necessarily a long-term project; useful answers may be obtained in a matter of hours. We have used simulation for probability problems where the theoretical solution of the problem would have taken much too long to achieve although such a theoretical solution has often been welcome as belated confirmation of advice given on the basis of a simulation experiment. The most recent occasions on which the actuarial profession in this country discussed the use of simulation were first in 1966 when S.
精算师应该是随机的吗
论文的第2节概述了模拟的一般方法,并作为论文附录中给出一些技术细节的指南。论文的第3节考虑了各种精算问题,并讨论了如何将模拟方法应用于这些问题。我们自己并没有解决本节中描述的所有问题。其部分目的是提出可以通过模拟解决的问题,并考虑这种方法是否值得。在整个论文中,我们讨论的是计算机,但许多简单的模型可以用可编程的袖珍计算器来模拟。模拟实验不一定是一个长期的项目;几小时内就可以得到有用的答案。我们用模拟来解决概率问题,这些问题的理论解决方案需要很长时间才能实现,尽管这样的理论解决方案经常受到欢迎,因为它是对基于模拟实验给出的建议的迟来的确认。美国精算行业最近一次讨论模拟的使用是在1966年,当时S。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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