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扩展用于双通道微阵列实验的循环设计。

Extending the loop design for two-channel microarray experiments.

作者信息

Altman Naomi S, Hua Jun

机构信息

Department of Statistics, Thomas Building, The Pennsylvania State University, University Park, PA 16801-2111, USA.

出版信息

Genet Res. 2006 Dec;88(3):153-63. doi: 10.1017/S0016672307008476.

Abstract

The loop design of Kerr and Churchill is a clever application of incomplete blocks of size 2 to two-channel microarray experiments. In this paper, we extend the loop design to include more replicates, biological and technical replication, multi-factor experiments, and blocking. Loop and extended loop designs are shown to be more efficient than the reference design for any given number of arrays. We also show that adding new treatments to a loop design requires the same number of additional arrays as adding treatments to a reference design, with a greater gain in power. Given the flexibility of extended loop designs and their power, we propose that these should be the designs of choice for most experiments using two-channel microarrays.

摘要

克尔(Kerr)和丘吉尔(Churchill)的循环设计是将大小为2的不完全区组巧妙应用于双通道微阵列实验。在本文中,我们扩展了循环设计,以纳入更多重复、生物学和技术重复、多因素实验以及区组。对于任何给定数量的阵列,循环设计和扩展循环设计都比参考设计更有效。我们还表明,在循环设计中添加新处理所需的额外阵列数量与在参考设计中添加处理相同,但功效增益更大。鉴于扩展循环设计的灵活性及其功效,我们建议在大多数使用双通道微阵列的实验中应选择这些设计。

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