Computing aspects of power for multiple regression.

William P Dunlap, Xue Xin, Leann Myers
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引用次数: 38

Abstract

Rules of thumb for power in multiple regression research abound. Most such rules dictate the necessary sample size, but they are based only upon the number of predictor variables, usually ignoring other critical factors necessary to compute power accurately. Other guides to power in multiple regression typically use approximate rather than precise equations for the underlying distribution; entail complex preparatory computations; require interpolation with tabular presentation formats; run only under software such as Mathmatica or SAS that may not be immediately available to the user; or are sold to the user as parts of power computation packages. In contrast, the program we offer herein is immediately downloadable at no charge, runs under Windows, is interactive, self-explanatory, flexible to fit the user's own regression problems, and is as accurate as single precision computation ordinarily permits.

计算方面的权力,为多元回归。
在多元回归研究中,幂的经验法则比比皆是。大多数此类规则规定了必要的样本量,但它们仅基于预测变量的数量,通常忽略了准确计算能力所需的其他关键因素。在多元回归中,幂函数的其他指南通常使用近似而不是精确的基本分布方程;需要复杂的准备计算;需要插值与表格表示格式;仅在Mathmatica或SAS等可能无法立即提供给用户的软件下运行;或者作为功率计算包的一部分出售给用户。相比之下,我们在此提供的程序可以立即免费下载,在Windows下运行,是交互式的,自解释的,灵活地适应用户自己的回归问题,并且与单精度计算通常允许的一样精确。
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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