术语“Creedy-Martin 广义 γ分布”的详细信息

英译术语:

Creedy-Martin generalized γ distribution

汉语语境:

伽玛分布是统计学的一种连续概率函数。伽玛分布中的参数α，称为形状参数，β称为尺度参数。广义Gamma分布是一个庞大的分布家族，其形式具有多样性。其中，广为应用的Weibull分布、Rayleigh分布以及Gamma分布等常见分布，均为其参数取特定值时的特例。此外，广义Gamma分布具有灵活的统计特性，不仅能很好地描述Rayleigh分布，也能很好地描述存在严重拖尾现象的数据。因此，广义Gamma分布越来越受人们重视。

英语语境:

Gamma distribution is a continuous probability function statistics. Gamma distribution parameter α, called the shape parameter, β is called the scale parameter. Generalized Gamma distribution is a huge family distributed in the form of diversity. Common distribution which, Weibull distribution is widely applied, Rayleigh distribution and Gamma distribution, take exception are parameters specific value. In addition, the statistical properties of generalized Gamma distribution with flexible, not only can describe the Rayleigh distribution, but also a good description of serious smearing data. Therefore, more and more generalized Gamma distribution people's attention.