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Utilization of PSO algorithm in estimation of water level change of Lake Beysehir

机译:PSO算法在贝塞希尔湖水位变化估算中的应用

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摘要

In this study, unlike backpropagation algorithm which gets local best solutions, the usefulness of particle swarm optimization (PSO) algorithm, a population-based optimization technique with a global search feature, inspired by the behavior of bird flocks, in determination of parameters of support vector machines (SVM) and adaptive network-based fuzzy inference system (ANFIS) methods was investigated. For this purpose, the performances of hybrid PSO-epsilon support vector regression (PSO-epsilon SVR) and PSO-ANFIS models were studied to estimate water level change of Lake Beysehir in Turkey. The change in water level was also estimated using generalized regression neural network (GRNN) method, an iterative training procedure. Root mean square error (RMSE), mean absolute error (MAE), and coefficient of determination (R (2)) were used to compare the obtained results. Efforts were made to estimate water level change (L) using different input combinations of monthly inflow-lost flow (I), precipitation (P), evaporation (E), and outflow (O). According to the obtained results, the other methods except PSO-ANN generally showed significantly similar performances to each other. PSO-epsilon SVR method with the values of minMAE = 0.0052 m, maxMAE = 0.04 m, and medianMAE = 0.0198 m; minRMSE = 0.0070 m, maxRMSE = 0.0518 m, and medianRMSE = 0.0241 m; minR (2) = 0.9169, maxR (2) = 0.9995, medianR (2) = 0.9909 for the I-P-E-O combination in testing period became superior in forecasting water level change of Lake Beysehir than the other methods. PSO-ANN models were the least successful models in all combinations.
机译:在这项研究中,与反向传播算法获得局部最佳解决方案不同,粒子群优化(PSO)算法是一种具有全局搜索功能的基于种群的优化技术,它受鸟群行为的启发,在确定支持参数方面非常有用研究了向量机(SVM)和基于自适应网络的模糊推理系统(ANFIS)的方法。为此,研究了混合PSO-ε支持向量回归(PSO-εSVR)和PSO-ANFIS模型的性能,以估算土耳其贝塞希尔湖的水位变化。还使用广义回归神经网络(GRNN)方法(一种迭代训练程序)来估算水位的变化。均方根误差(RMSE),平均绝对误差(MAE)和确定系数(R(2))用于比较获得的结果。努力使用月度流入-损失流量(I),降水量(P),蒸发量(E)和流出量(O)的不同输入组合来估算水位变化(L)。根据获得的结果,除PSO-ANN之外,其他方法通常表现出明显相似的性能。 PSO-εSVR方法的minMAE = 0.0052 m,maxMAE = 0.04 m,中值MAE = 0.0198 m; minRMSE = 0.0070 m,maxRMSE = 0.0518 m,中位数RMSE = 0.0241 m;在测试期间,I-P-E-O组合的minR(2)= 0.9169,maxR(2)= 0.9995,中值R(2)= 0.9909在预测贝塞希尔湖水位变化方面优于其他方法。在所有组合中,PSO-ANN模型都是最不成功的模型。

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