Assistant Professor, Master of Computer Applications, Bangalore Institute of Technology, Bangalore, Karnataka, India

Abstract: To reduce hazards associated with severe storms, that include landslides and drowning, it's challenging to provide an exact precipitation forecast at each specific place. Initial estimates of the intensity of rainfall at these locations are often obtained using huge arrays of sensors called rain gauges (RGs). These observations are typically extrapolated by calculating a rain field throughout the full implementing spatial interpolation, a zone of significance. These approaches are physically costly, though, and more data must be integrated in order to enhance the forecast of the relevant variable at unfamiliar sites. To reduce hazards associated with severe storms, such as landslides and drowning, it is difficult to provide an exact rainfall estimate at each specific place. Initial estimates of the intensity of rainfall at these locations are often obtained using huge arrays of sensors called rain gauges (RGs). These observations are typically extrapolated by calculating a rain field throughout the full implementing spatial interpolation, a zone of significance. These approaches are physically costly, though, and more data must be merged to improve the forecast of the important variable at unknown locations.

Keywords: Rain Gauges, Spatial Interpolation, Random Forest, Support Vector Machine, Random Graph