A hybrid forecasting model based on the group method of data handling and wavelet decomposition for monthly rivers streamflow data sets

Abstract

The natural streamflow of the River is encouraged to forecast through multiple methods. The impartiality of this study is the comparison of the forecast accuracy rates of the time-series (TS) hybrid model with the conventional model. The behavior of the natural monthly statistical chaotic streamflow to use in the forecasting models has been compiled by projecting two distinguished rivers, the Indus and Chenab of Pakistan. Therefore, this article is based on the monthly streamflow forecast analysis that has been reported using the group method of data handling with wavelet decomposition (WGMDH) as a new forecasting attribute. Discrete wavelets decompose the perceived data into sub-series and forecast hydrological variables; these fittingly have been endorsed as inputs in the hybrid model. The forecast efficiency and estimations of the hybrid model are measured by the appropriate statistical techniques such as mean absolute error (RME), root mean square error (RMSE), and correlation coefficients (R) and compared to the group method of data handling (GMDH), least-square support vector machine and artificial neural network conventional models. The comparative analysis shows that the hybrid WGMDH model is more stable and more potent for forecasting river flow than other predictive models and significantly proved that the hybrid model is a robust alternate forecasting tool for TS data sets.

Digital image stabilization method based on variational mode decomposition and sampling fluctuation analysis

“…The actual Global Motion Vector (GMV), ground truth intentional motions, and retrieved intentional motions are shown in Figures 18-20. Table 1 summarizes the RMSE values obtained using four different DIS algorithms, including the MF [18] , WD [19] , enhanced EMD-based method [20] , and the proposed method. The PSNR results between each adjacent two frames are shown in Figures 21-23.…”