燕麦作物路径分析中的多变量假设和模型参数的影响

J. Sgarbossa, A. D. Lúcio, J. Da Silva, Braulio Otomar Caron, M. Diel, Tiago Olivoto, C. Nardini, O. Alessi, D. Lambrecht
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摘要

背景 路径分析(PA)是一种广泛使用的多元统计技术。在进行路径分析时,不考虑与实验设计有关的数学模型参数的影响,只考虑处理的平均效应。目的 我们旨在分析统计假设和去除数学模型参数对燕麦 PA 结果的影响。方法 在巴西南部的五个作物年度开展了一项田间研究。采用的实验设计是双因素 22 × 5 随机完全区组设计,以 22 个栽培品种和 5 种杀菌剂应用为特征,重复 3 次。测量了六个解释变量,即圆锥花序长度、圆锥花序干重、圆锥花序穗数、圆锥花序粒数、圆锥花序粒干重和收获指数,以及主要变量产量。首先进行正态性和多重共线性诊断,并计算相关系数。多线性分析以三种方式进行:传统方式、解决多重共线性的措施(脊)以及消除变量的传统方式。主要结果和结论 发生多重共线性导致获得的路径系数不具有生物学应用价值。去除模型参数后,路径系数发生了变化,直接和间接效应的方向平均变化率分别为 10.5%和 13.3%,大小平均变化率分别为 24.7%和 23.0%。意义 这种新方法可以消除观察结果中处理和实验设计的影响,从而消除路径系数及其解释的影响。因此,研究人员将减少系数估计中可能出现的偏差,突出变量之间的真实关系,使结果和解释更加可靠。
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Multivariate assumptions and effect of model parameters in path analysis in oat crop
Context Path analysis (PA) is a widely used multivariate statistical technique. When performing PA, the effects of the parameters of the mathematical model relating to the experimental design are disregarded, working only with the average effects of the treatments. Aims We aimed to analyse the implications of statistical assumptions, and of removing mathematical model parameters, on the PA results in oat. Methods A field study was conducted in southern Brazil in five crop years. The experimental design employed was a two-factor 22 × 5 randomised complete block design, characterised by 22 cultivars and five fungicide applications, with three repetitions. Six explanatory variables were measured, panicle length, panicle dry mass, panicle spikelet number, panicle grain number, panicle grain dry mass, and harvest index, and the primary variable yield. Initially, normality and multicollinearity diagnoses were carried out and correlation coefficients were calculated. The PA was performed in three ways: traditional, with measures to address multicollinearity (ridge), and traditional with eliminating variables. Key results and conclusions The occurrence of multicollinearity resulted in obtaining path coefficients without biological application. Removing the model’s parameters modifies the path coefficients, with average changes of 10.5% and 13.3% in the direction, and 24.7% and 23.0% in the magnitude, of the direct and indirect effects, respectively. Implications This new approach makes it possible to remove the influences of treatments and experimental design from observations and, consequently, from path coefficients and their interpretations. Therefore, the researcher will reduce possible bias in the coefficient estimates, highlighting the real relationship between the variables, and making the results and interpretations more reliable.
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