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Some problems in actuarial finance involving sums of dependent risks

机译:精算财务中涉及相关风险总和的一些问题

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摘要

A trend in actuarial finance is to combine technical risk with interest risk. If Yt, t= 1, 2,… denotes the time–value of money (discount factors at time t) and Xt the stochastic payments to be made at time t, the random variable of interest is often the scalar product of these two random vectors V=ΣXt Yt. The vectors X? and Y? are supposed to be independent, although in general they have dependent components. The current insurance practice based on the law of large numbers disregards the stochastic financial aspects of insurance. On the other hand, introduction of the variables Y1,Y2, … to describe the financial aspects necessitates estimation or knowledge of their distribution function.We investigate some statistical models for problems of insurance and finance, including Risk Based Capital/Value at Risk, Asset Liability Management, the distribution of annuities, cash flow evaluations (in the framework of pension funds, embedded value of a portfolio, Asian options) and provisions for claims incurred, but not reported (IBNR).
机译:精算融资的一种趋势是将技术风险与利息风险结合起来。如果Yt,t = 1,2,...表示货币的时间价值(时间t的折扣因子),而Xt是时间t的随机支付,则感兴趣的随机变量通常是这两个随机变量的标量积向量V =ΣXtYt。向量X?和Y?尽管通常它们具有相关的组件,但它们应该是独立的。当前基于大数定律的保险实践无视保险的随机财务方面。另一方面,引入变量Y1,Y2,…来描述财务方面需要估计或了解其分布函数。我们研究了保险和财务问题的一些统计模型,包括基于风险的资本/风险价值,资产负债管理,年金分配,现金流量评估(在养老基金,投资组合的内含价值,亚洲期权中)和已发生但未报告的索赔准备金(IBNR)。

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