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首页> 外文期刊>Journal of Multivariate Analysis: An International Journal >The distribution of the product of powers of independent uniform random variables - A simple but useful tool to address and better understand the structure of some distributions
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The distribution of the product of powers of independent uniform random variables - A simple but useful tool to address and better understand the structure of some distributions

机译:独立统一随机变量的幂乘积的分布-一种简单但有用的工具,用于解决和更好地理解某些分布的结构

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摘要

What is the distribution of the product of given powers of independent uniform (0, 1) random variables? Is this distribution useful? Is this distribution commonly used in some contexts? Is this distribution somehow related to the distribution of the product of other random variables? Are there some test statistics with this distribution? This paper will give the answers to the above questions. It will be seen that the answer to the last four questions above is: yes! We will show how particular choices of the numbers of variables involved and their powers will result in interesting and useful distributions and how these distributions may help us to shed some new light on some well-known distributions and also how it may help us to address, in a much simpler way, some distributions usually considered to be rather complicated as is the case with the exact distribution of a number of statistics used in Multivariate Analysis, including some whose exact distribution up until now is not available in a concise and manageable form.
机译:独立均匀(0,1)随机变量的给定幂的乘积分布是什么?此分发有用吗?在某些情况下通常使用这种分布吗?这种分布是否与其他随机变量乘积的分布相关?此分布有一些测试统计信息吗?本文将给出上述问题的答案。可以看出,以上最后四个问题的答案是:是的!我们将展示所涉及的变量数量及其功效的特定选择将如何产生有趣且有用的分布,以及这些分布如何帮助我们对某些著名的分布提供新的认识,以及如何帮助我们解决这些问题,以更简单的方式,通常认为某些分布相当复杂,例如多变量分析中使用的许多统计信息的精确分布就是这种情况,其中包括一些迄今为止无法以简明易懂的形式获得的精确分布。

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