The Distribution Combining Program is a set of algorithms that evaluates the probability distribution of the sum, difference, product, or ratio of two random variables with specified distributions. The method allows for correlation between the two input variables. The input distributions are assumed to be from the semi-normal family (i.e., with density function that is composed of two normalized halves of normal densities with generally different variances). The resultant distribution is approximated by a distribution of the same type in order to provide subsequent use as an input in a series of operations.
The program uses the technique of calculating several moments of the output distribution from the moments of the input distributions. This method avoids using Monte Carlo simulations, or any numerical evaluation of the convolution integrals. The program can be used in risk analysis, subjective probability evaluation, sensitivity analysis and similar situations. It is particularly suitable to replace Monte Carlo methods where correlated variables are involved, or when rapid execution is desired.
分布合并程序是一组算法,用于评估具有指定分布的两个随机变量的和,差,乘积或比率的概率分布。该方法允许两个输入变量之间的相关性。假定输入分布来自半正态族(即,具有由两个具有正常差异的正态密度的归一化两半组成的密度函数)。所得的分布通过相同类型的分布进行近似,以提供后续使用作为一系列操作的输入。 P>
程序使用从输入分布的力矩中计算输出分布的几个力矩的技术。该方法避免使用蒙特卡洛模拟或卷积积分的任何数值评估。该程序可用于风险分析,主观概率评估,敏感性分析和类似情况。特别适合在涉及相关变量或需要快速执行的情况下替换蒙特卡洛方法。 P>
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