Random variables and probability distributions: outcomes of random experiments.

A. Kozak, R. Kozak, C. Staudhammer, S. B. Watts
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Abstract

Abstract The main objectives of this chapter are to show how outcomes of random experiments can be described in real (numerical) terms and how probabilities can be assigned to these real numbers. Numerical descriptions of outcomes and their respective probabilities form what are known as probability distributions or probability density functions. These distributions can be used to compute the means and the variances of the random variables that they describe. All of these tools are useful in helping to provide further information for describing populations, e.g., forest tree seedlings.
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随机变量和概率分布:随机实验的结果。
本章的主要目的是展示如何用实数(数值)术语描述随机实验的结果,以及如何将概率分配给这些实数。结果的数值描述及其各自的概率构成了所谓的概率分布或概率密度函数。这些分布可以用来计算它们所描述的随机变量的均值和方差。所有这些工具都有助于提供描述种群的进一步信息,例如森林树苗。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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Descriptive statistics: making sense of data. Sampling methods and design of experiments: collecting data. Continuous distributions and the normal distribution: describing data that are measured. Analysis of variance: testing differences between several means. Non-parametric tests: testing when distributions are unknown.
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