Department of Computer Science and Engineering, Jadavpur University, Kolkata, 700032, India.
Sci Rep. 2021 Apr 12;11(1):7890. doi: 10.1038/s41598-021-86987-5.
COVID-19 is a global crisis where India is going to be one of the most heavily affected countries. The variability in the distribution of COVID-19-related health outcomes might be related to many underlying variables, including demographic, socioeconomic, or environmental pollution related factors. The global and local models can be utilized to explore such relations. In this study, ordinary least square (global) and geographically weighted regression (local) methods are employed to explore the geographical relationships between COVID-19 deaths and different driving factors. It is also investigated whether geographical heterogeneity exists in the relationships. More specifically, in this paper, the geographical pattern of COVID-19 deaths and its relationships with different potential driving factors in India are investigated and analysed. Here, better knowledge and insights into geographical targeting of intervention against the COVID-19 pandemic can be generated by investigating the heterogeneity of spatial relationships. The results show that the local method (geographically weighted regression) generates better performance ([Formula: see text]) with smaller Akaike Information Criterion (AICc [Formula: see text]) as compared to the global method (ordinary least square). The GWR method also comes up with lower spatial autocorrelation (Moran's [Formula: see text] and [Formula: see text]) in the residuals. It is found that more than 86% of local [Formula: see text] values are larger than 0.60 and almost 68% of [Formula: see text] values are within the range 0.80-0.97. Moreover, some interesting local variations in the relationships are also found.
新冠疫情是一场全球性危机,印度将成为受影响最严重的国家之一。与新冠疫情相关的健康结果的分布差异可能与许多潜在变量有关,包括人口统计学、社会经济或与环境污染相关的因素。全球和本地模型可用于探索此类关系。在这项研究中,采用普通最小二乘法(全局)和地理加权回归(局部)方法来探索 COVID-19 死亡与不同驱动因素之间的地理关系。还研究了这些关系是否存在地理异质性。更具体地说,本文探讨了印度 COVID-19 死亡的地理模式及其与不同潜在驱动因素的关系,并对其进行了分析。通过研究空间关系的异质性,可以更好地了解和洞察针对 COVID-19 大流行的干预措施的地理靶向。结果表明,局部方法(地理加权回归)比全局方法(普通最小二乘法)具有更好的性能([公式:见正文]),且具有更小的 Akaike 信息准则(AICc [公式:见正文])。GWR 方法在残差中也具有较低的空间自相关(Moran's [公式:见正文]和 [公式:见正文])。发现超过 86%的局部 [公式:见正文]值大于 0.60,并且几乎 68%的 [公式:见正文]值在 0.80-0.97 范围内。此外,还发现了一些有趣的局部关系变化。