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Correlated Spatiotemporal Data Modeling Using Generalized Additive Mixed Model and Bivariate Smoothing Techniques

机译:相关时空数据建模的广义加法混合模型和双变量平滑技术

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Background: The present article tries to analyze a correlated spatiotemporal data using an advance regression modeling techniques. Spatiotemporal data contains the information of both space and time simultaneously. Naturally, it is very much complicated and not easy to model. This article focuses on some modeling techniques to analyze a correlated spatiotemporal agricultural dataset. This dataset contains information of soil parameters for five years across the twenty six different locations with their geographical status in term of longitude and latitude. Soil pH and fertility index are the two major limiting factors in agriculture. These two parameters are governed by many other factors viz. fertilizer use, cropping intensity, soil type, geographical location, soil health management etc. Objective: The present study has been set up to explore whether there is any spatial gradient in the average pH levels across the geographical locations while fertility index and cropping intensity are acting as possible confounder. Methods: Soil pH is the response variable which varies with respect to time and space generally has a correlated structure. Besides this, some random effects component with fixed effects having a nonlinear association with the response is observed here. Generalized additive mixed model (GAMM) regression and Bivariate Smoothing techniques have been exercised to arrive at a meaningful conclusion. Conclusions: It is found that the pH value varies with change in latitude. Besides this, year, fertility index of available potassium and phosphate are also significant cofactors of this study. Final model has been selected through minimum AIC value (204.9) and model checking plots.
机译:背景:本文试图使用高级回归建模技术来分析相关的时空数据。时空数据同时包含时空信息。自然,它非常复杂并且不容易建模。本文重点介绍一些建模技术来分析相关的时空农业数据集。该数据集包含二十六个不同位置的五年土壤参数信息,其地理状况以经度和纬度表示。土壤pH值和肥力指数是农业的两个主要限制因素。这两个参数受许多其他因素控制。目的:建立本研究的目的是探讨在肥力指数和耕作强度均满足的情况下,整个地理位置的平均pH值是否存在任何空间梯度。充当可能的混杂因素。方法:土壤pH是随时间和空间变化的响应变量,通常具有相关的结构。除此之外,这里还观察到一些具有固定效应的随机效应分量,这些效应与响应具有非线性关联。进行了通用加性混合模型(GAMM)回归和双变量平滑技术以得出有意义的结论。结论:发现pH值随纬度变化而变化。除此之外,今年有效钾和磷酸盐的生育指数也是这项研究的重要辅助因素。通过最小AIC值(204.9)和模型检查图来选择最终模型。

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