The determination of the evolution of the skewness and kurtosis values of the product can be used to establish the normality of the product and how to modelize its distribution. Finally, the Pearson Inequality is proved for the skewness and kurtosis of the product of two normal random variables...
This paper provides a fortran algorithm that can be used to compute the cdf of the product of two normal distribution random variables. We also give references that provide mathematical properties, tables, and applications of this distribution
Estimating the Components of a Mixture of Two Normal Distribution The problem of estimating the components of a mixture of two normal distributions, multivariate or otherwise, with common but unknown covariance matrices is examined. The maximum likelihood equations are shown to be not unduly laborious...
B. Sampson [Tolerance limits for the distribution of the product and quotient of normal variates. Biometrics 29, 109-113 (1973)] in the case of the product of two normal variables. In the case studied here, no approximation is needed, since the log- Pareto variable obeys an exponential ...
Let us calculate analytically the two different exposure metrics discussed. Under the normal distribution assumption, the MtM value of the portfolio in question (for an arbitrary time horizon) is given by: 考虑正常分配与卑鄙 (期待的MtM) 和MtM (的标准偏差) 。 让我们分析计算被谈论的二不同...
Two alternatives for improving the performance of confidence limits for the indirect effect are evaluated: (a) a method based on the distribution of the product of two normal random variables, and (b) resampling methods. In Study 1, confidence limits based on the distribution of the product ...
If the number of normal storage nodes is greater than or equal to N + M after a fault occurs, the system allocates a new node to form N+M redundancy, ensuring that data redundancy does not degrade. Assume that N is 4, M is 2, and the number of storage nodes is 7. As shown in...
Concentration of gate complexity distribution for product formula for states drawn from any fixed orthogonal basis. The vast majority of states are controlled by our typical case results (Theorem I.1), while extremal states may require the worst case guarantees (1.1) [18]. The two gate complexit...
Thereafter, the product becomes a part of normal operations. Any subsequent development, enhancements, or improvements are handled as part of normal sustaining operations for the products. The product life cycle is a living process, as is the maintenance of the product through this process. Through...
(2014). The distribution of the product explains normal theory mediation confidence interval estimation. Multivariate Behav. Res. 49, 261-268. doi: 10.1080/00273171.2014.903162Kisbu-Sakarya Y., MacKinnon D. P., Miočević M. (2014). The distribution of the product explains normal theory ...