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Analyzing Multi-environment Variety Trials Using Randomization-Derived Mixed Models.

机译:使用随机化衍生的混合模型分析多环境品种试验。

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摘要

Summary. Of interest is the analysis of results of a series of experiments repeated at several environments with the same set of plant varieties. Suppose that the experiments, multi-environment variety trials, are all conducted in resolvable incomplete block (IB) designs. Following the randomization approach adopted in Calinski and Kageyama (2000, Lecture Notes in Statistics, 150), two models for analyzing such trial data can be considered. One is derived under a complete additivity assumption, the other takes into account possible different responses of the varieties to variable environmental conditions. The analysis under the first, the standard model, does not provide answers to questions related to the performance of the individual varieties at different environments. These can be considered when using the more general second model. The purpose of this article is to devise interesting parameter estimation and hypothesis testing procedures under that more realistic model. Its application is illustrated by a thorough analysis of a set of data from a winter wheat series of trials.
机译:概要。有趣的是对在几种环境下使用同一套植物品种重复进行的一系列实验的结果进行分析。假设这些实验(多环境变体试验)均以可解决的不完全嵌段(IB)设计进行。遵循Calinski和Kageyama(2000,《统计学讲义》,150)中采用的随机方法,可以考虑两种用于分析此类试验数据的模型。一种是在完全可加性假设下得出的,另一种是考虑了品种对可变环境条件的可能不同响应。在第一个标准模型下进行的分析未提供与各个品种在不同环境下的性能有关的问题的答案。使用更通用的第二个模型时,可以考虑这些因素。本文的目的是在该更现实的模型下设计有趣的参数估计和假设测试程序。通过对一系列冬小麦试验数据的全面分析,说明了其应用。

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