Author:
Okunlola Oluyemi A.,Alobid Mohannad,Olubusoye Olusanya E.,Ayinde Kayode,Lukman Adewale F.,Szűcs István
Abstract
AbstractIn this study, we propose a robust approach to handling geo-referenced data and discuss its statistical analysis. The linear regression model has been found inappropriate in this type of study. This motivates us to redefine its error structure to incorporate the spatial components inherent in the data into the model. Therefore, four spatial models emanated from the re-definition of the error structure. We fitted the spatial and the non-spatial linear model to the precipitation data and compared their results. All the spatial models outperformed the non-spatial model. The Spatial Autoregressive with additional autoregressive error structure (SARAR) model is the most adequate among the spatial models. Furthermore, we identified the hot and cold spot locations of precipitation and their spatial distribution in the study area.
Publisher
Springer Science and Business Media LLC
Reference55 articles.
1. Larrabee, B., Scott, H. M. & Bello, N. M. Ordinary least squares regression of ordered categorical data: inferential implications for practice. J. Agric. Biol. Environ. Stat. 19, 373–386 (2014).
2. Tobler, W. R. Philosophy in Geography 379–386 (Springer, 1979).
3. Anees, M. T. et al. Spatial estimation of average daily precipitation using multiple linear regression by using topographic and wind speed variables in tropical climate. J. Environ. Eng. Landsc. Manag. 26(4), 299–316. https://doi.org/10.3846/jeelm.2018.6337 (2018).
4. Satagopan, J. & Rajagopalan, B. Comparing spatial estimation techniques for precipitation analysis. In Stochastic and Statistical Methods in Hydrology and Environmental Engineering Water Science and Technology Library Vol. 10/3 (eds Hipel, K. W. et al.) (Springer, Dordrecht, 1994).
5. Olubusoye, O. E., Okunlola, O. A. & Korter, G. O. Estimating bias of omitting spatial effect in spatial autoregressive (SAR) model. Inter. J. Stat. Appl 5, 150–156 (2015).
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