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Bayesian analysis of mixed effect models and its applications in agriculture

机译:混合效应模型的贝叶斯分析及其在农业中的应用

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The mixed effect models has been discussed and implemented from Bayesian viewpoint. In this paper we have made Bayesian analysis of mixed effect models and illustrated its application in agriculture. We focus on linear mixed models with a random intercept and fixed slope. The basic idea behind this approach is to model the phenomenon under study in stages and analyze that model in Bayesian framework. Advancement in the computational power of high speed computers has aided the application part. Suitable illustrations have been proposed on real data set generated on potato crop in year 2005-2006 at five different locations with twelve genotypes including both Yield and Growth attributing characters (tuber weight and Average tuber No.). The models used in this paper have been fitted by lme (fixed, data, random) of nlme library by pinheiro and Bates (2000) and it was observed on BIC(Bayesian information criteria) that we should treat locations as random and not as fixed.
机译:已经从贝叶斯的角度讨论并实现了混合效应模型。在本文中,我们对混合效应模型进行了贝叶斯分析,并说明了其在农业中的应用。我们关注具有随机截距和固定斜率的线性混合模型。这种方法的基本思想是分阶段对正在研究的现象进行建模,并在贝叶斯框架中分析该模型。高速计算机的计算能力的提高为应用部分提供了帮助。在2005-2006年期间在五个不同地点的马铃薯作物上产生的真实数据集上,已经提出了适当的例证,具有十二种基因型,包括产量和生长归因特征(块茎重量和平均块茎编号)。 pinheiro和Bates(2000)通过nlme库的lme(固定,数据,随机)拟合了本文中使用的模型,并在BIC(贝叶斯信息准则)上观察到,我们应该将位置视为随机而非固定位置。

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