利用玻璃进行动物行为分析的案例研究

Lineu Alberto Cavazani de Freitas, C. Taconeli, J. L. P. D. Silva, P. R. Tamioso, C. Molento
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引用次数: 0

摘要

动物行为研究通常会产生大量的数据和各种各样的数据结构,包括非线性关系、相互作用效应、非恒定方差、相关测量、过度分散和零膨胀等。我们的目的是在此探讨广义加性模型的位置,规模和形状(GAMLSS)在分析动物行为研究数据的潜力。对来自两个遗传系的20只罗马母羊的数据进行了分析,这些数据由熟悉的观察者提交。分析了通过耳朵姿势变化的行为反应,计数随机变量,以及在区间(0,1)上的连续随机变量,在0和1中具有非零概率,完成水平耳朵姿势的时间比例。计数数据考虑了泊松、负二项及其零膨胀和零调整扩展模型,而比例则评估了beta分布及其膨胀版本。为了考虑实验的多层次结构,还考虑了随机效应。零调整负二项模型较好地拟合了计数数据,而膨胀beta分布对比例的拟合效果最好。这两种模型都使我们能够正确地评估社会分离、刷毛和遗传谱系对绵羊行为的影响。我们可以得出结论,GAMLSS是一个灵活的框架来分析动物行为数据。
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A CASE STUDY ON ANIMAL BEHAVIOR ANALYSIS USING GAMLSS
Animal behavior studies usually produce large amounts of data and a wide variety of data structures, including nonlinear relationships, interaction effects, nonconstant variance, correlated measures, overdispersion, and zero inflation, among others. We aimed to explore here the potential of generalized additive models for location, scale and shape (GAMLSS) in analyzing data from animal behavior studies. Data from 20 Romane ewes from two genetic lineages submitted to brushing by a familiar observer were analyzed. Behavioral responses through ear posture changes, a count random variable, and the proportion of time to perform the horizontal ear posture, a continuous random variable on the interval (0,1), with non-null probabilities in zero and one, were analyzed. The Poisson, negative binomial, and their zero-inflated and zero-adjusted extensions models were considered for the count data, whereas the beta distribution and its inflated versions were evaluated for the proportions. Random effects were also included to consider the multilevel structure of the experiment. The zero adjusted negative binomial model has better fitted the count data, whereas the inflated beta distribution performed the best for the proportions. Both models allowed us to properly assess the effects of social separation, brushing, and genetic lineages on sheep behavioral. We may conclude that GAMLSS is a flexible framework to analyze animal behavior data.
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来源期刊
Revista Brasileira de Biometria
Revista Brasileira de Biometria Agricultural and Biological Sciences-Agricultural and Biological Sciences (all)
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53 weeks
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