Minimal Circular Nearly Strongly Balanced Repeated Measurements Designs in Unequal Period Sizes

H. M. K. Rasheed, Hafsa Khan, R. Ahmed, Farrukh Jamal
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引用次数: 1

Abstract

In this article, some series are developed to generate circular nearly strongly balanced repeated measurements designs in periods of three different sizes when p3 (smallest period size) = 2 through method of cyclic shifts (Rule II). These designs with varied period sizes have diversified applications, e.g. medicine, pharmacology, animal sciences and psychology. These designs are mainly used to balance the first order residual effect. Our proposed designs possessat least 98% efficiency of separability, therefore these designs are highly efficient to estimate the residual effects and direct effects independently.
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周期大小不等的极小圆近似强平衡重复测量设计
在本文中,通过循环移位(规则II)的方法,开发了一些系列,在p3(最小周期尺寸)= 2时,在三个不同尺寸的周期中产生循环近强平衡重复测量设计。这些不同周期尺寸的设计具有多种应用,例如医学,药理学,动物科学和心理学。这些设计主要用于平衡一阶残余效应。我们提出的设计至少具有98%的可分离性效率,因此这些设计可以高效地独立估计剩余效应和直接效应。
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来源期刊
Proceedings of the Pakistan Academy of Sciences: Part A
Proceedings of the Pakistan Academy of Sciences: Part A Computer Science-Computer Science (all)
CiteScore
0.70
自引率
0.00%
发文量
15
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