甄贞

个人信息Personal Information

教师拼音名称:zhenzhen

所在单位:林学院

学历:博士研究生毕业

学位:农学博士学位

在职信息:在职

学科:森林经理学

论文成果

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Bayesian geographically weighted regression and its application for local modeling of relationships between tree variables

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影响因子:1.836

DOI码:10.3832/ifor2574-011

发表刊物:iForest - Biogeosciences and Forestry

关键字:Spatial Autocorrelation, Spatial Heterogeneity, Robust Regression, Spatially Varying Coefficients Models

摘要:Geographically weighted regression (GWR) has become popular in recent years to deal with spatial autocorrelation and heterogeneity in forestry and ecological data. However, researchers have realized that GWR has some limitations, such as correlated model coefficients across study areas, strong influence of outliers, weak data problem, etc. In this study, we applied Bayesian geographically weighted regression (BGWR) and a robust BGWR (rBGWR) to model the relationship between tree crown and diameter using observed tree data and simulated data to investigate model fitting and performance in order to overcome some limitations of GWR. Our results indicated that, for observed tree data, the rBGWR estimated tree crown more accurate than both BGWR and GWR. For the simulated data, 74.1% of the estimated slope coefficients by rBGWR and 73.4% of the estimated slope coefficients by BGWR were not significantly different (α = 0.05) from the corresponding simulated slope coefficients. The estimation of model coefficients by rBGWR was not sensitive to outliers, but the coefficient estimation by GWR was strongly affected by those outliers. The majority of the coefficient estimates by rBGWR and BGWR for weak observations were not significantly (α = 0.05) different from the simulated coefficients. Therefore, BGWR (including rBGWR) may be a better alternative to overcome some limitations of GWR. In addition, both BGWR and rBGWR were more powerful than GWR to detect the spatial areas with non-constant variance or spatial outliers.

合写作者:Lianjun Zhang

第一作者:Q1, Nirmal Subedi

论文类型:期刊论文

通讯作者:Zhen Zhen*

卷号:11

期号:5

页面范围:542

ISSN号:1971-7458

是否译文:

发表时间:2018-01-01

收录刊物:SCI