1. A New Predictive Model for Evaluating Chlorophyll-a Concentration in Tanes Reservoir by Using a Gaussian Process Regression
- Author
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Paulino José García-Nieto, Cristina Díaz Muñiz, José Ramón Alonso Fernández, and Esperanza García-Gonzalo
- Subjects
Hydrogeology ,Variables ,010504 meteorology & atmospheric sciences ,Iterative method ,media_common.quotation_subject ,0208 environmental biotechnology ,02 engineering and technology ,01 natural sciences ,Regression ,020801 environmental engineering ,Variable (computer science) ,Kriging ,Kernel (statistics) ,Biological system ,Selection (genetic algorithm) ,0105 earth and related environmental sciences ,Water Science and Technology ,Civil and Structural Engineering ,media_common ,Mathematics - Abstract
Chlorophyll-a (hereafter referred to as Chl-a) is a recognized indicator for phytoplankton abundance and biomass –hence, an effective estimation of the trophic condition– of water bodies as lakes, reservoirs and oceans. Indeed, Chl-a is the primary molecule responsible for photosynthesis. A strong and robust Bayesian nonparametric technique, termed Gaussian process regression (GPR) approach, for foretelling the dependent variable Chl-a concentration in Tanes reservoir from a dataset concerning to 268 samples is shown in this paper. Ten years (2006–2015) of monitoring water quality variables (biological and physico-chemical independent variables) in the Tanes reservoir were used to build this mathematical GPR-relied model. As an optimizer, the method known as Limited-memory Broyden-Fletcher-Goldfarb-Shanno (LBFGSB) iterative algorithm was used; this allows the selection of kernel optimal parameters during the GPR training phase, which greatly determines the regression precision. The results of the current investigation can be summarized in two. Firstly, the relevance of each input variable on Chl-a concentration in Tanes reservoir is determined. Secondly, the Chl-a can be successfully predicted using this hybrid LBFGSB/GPR–relied model (R2 and r values were 0.8597 and 0.9306, respectively). The concordance between observed data and the model clearly proves the high efficiency of this innovative approach.
- Published
- 2020
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