2022
DOI: 10.1016/j.jhydrol.2022.128089
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Short-term forecasting of spring freshet peak flow with the Generalized Additive model

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Cited by 7 publications
(5 citation statements)
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“…The absence of surface runoff observed in each sub-basin (SURQ) and water infiltrating into the soil profile (PERC) is due to the same reason. Additional to that proven by Dubos et al (2022), who demonstrated the effectiveness of applying the GAM model to climate data, the significance level obtained in this study for the fit function in the period 2006-2017 (C), mostly p < 0.001, indicates that the line describes very well the monthly mean behavior for the variables ET, GW, WYLD, PET, SW, and SW1. It is evident that their increase separates them from the previous periods A and B (Figure 5).…”
Section: Temporal Analysissupporting
confidence: 73%
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“…The absence of surface runoff observed in each sub-basin (SURQ) and water infiltrating into the soil profile (PERC) is due to the same reason. Additional to that proven by Dubos et al (2022), who demonstrated the effectiveness of applying the GAM model to climate data, the significance level obtained in this study for the fit function in the period 2006-2017 (C), mostly p < 0.001, indicates that the line describes very well the monthly mean behavior for the variables ET, GW, WYLD, PET, SW, and SW1. It is evident that their increase separates them from the previous periods A and B (Figure 5).…”
Section: Temporal Analysissupporting
confidence: 73%
“…The Generalized Additive Model (GAM) was used to compare their behavior at the level of monthly mean values. This is a smoothed, non-parametric regression model, which is considered an extension of the Generalized Linear Models (GLM) (Dubos et al, 2022), choosing the Gaussian family for the response variable. The plots and statistical parameters derived from the GAM application were obtained with the help of the ggplot2 and mgcv libraries within the RStudio software (R Core Team, 2022).…”
Section: Hydrological Balancementioning
confidence: 99%
“…Although these models can effectively indicate the correlation between runoff sediment and its driving factors, they generally cannot effectively eliminate the negative impact of the multicollinearity among variables. Moreover, they cannot accurately explain the nonlinear characteristics between the response and explanatory variables, and it is difficult to have further improvement in model accuracy (Dubos et al, 2022). Accordingly, this study used the generalized additive model to quantitatively determine the complex nonlinear relationship between explanatory and response variables in the Yeji River basin and to quantitatively measure the degree to which the explanatory variables (rainfall, sediment source–sink landscape, and hydrological connectivity) could explain runoff and sediment.…”
Section: Introductionmentioning
confidence: 99%
“…Hydrological processes are complex nonlinear phenomena caused by the combined action of multiple driving factors (Latt & Wittenberg, 2014). Currently, linear and nonlinear models are available for determining factors driving runoff and sediment in watershed areas (Dubos et al, 2022). Common linear models mainly include multiple linear regression (Sharifi et al, 2019) and generalized linear models (Wang et al, 2018).…”
mentioning
confidence: 99%
“…This is problematic for our application as typical hydrologic data sets used in regional analyses contain a large number of candidate variables, many of which are highly correlated. For these reasons, current applications of GAMs to flood quantiles commonly rely on backwards stepwise selection (Chebana et al, 2014;Rahman et al, 2018;Noor et al, 2022;Msilini et al, 2022) sometimes coupled with a pre-selection step as in Dubos et al (2022). Backward selection approach used for GAMs has the potential to select appropriate covariates at the same rate as shrinkage approaches, but only when the information content of the data is high (Marra and Wood, 2011).…”
Section: Introductionmentioning
confidence: 99%