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Parameter optimization of nonlinear grey Bernoulli model using particle swarm optimization

机译:基于粒子群算法的非线性灰色伯努利模型参数优化

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Nonlinear grey Bernoulli model (NGBM) is a novel grey forecasting model which is a simple modi. cation of GM(1,1) together with Bernoulli differential equation. This paper presents a new parameter optimization scheme of NGBM using the particle swarm optimization ( PSO) algorithm. The power index of Bernoulli differential equation and production coefficient of the background value are considered as decision variables and the forecasting error is taken as the optimization objective. Parameter optimization of NGBM is formulated as the combinatorial optimization problem and would be solved collectively using PSO technique. Once the PSO finds the optimal parameters of NGBM, the model can be optimized. NGBM with this parameter optimization algorithm is then applied in long-term power load forecasting. Results show that NGBM has remarkably improved the forecasting accuracy and PSO is an effective global optimization algorithm suitable for the parameter optimization of NGBM. (C) 2008 Elsevier Inc. All rights reserved.
机译:非线性灰色伯努利模型(NGBM)是一种新颖的灰色预测模型,其模型简单。 GM(1,1)的正解以及Bernoulli微分方程。提出了一种新的基于粒子群算法的NGBM参数优化方案。将伯努利微分方程的幂指数和背景值的产生系数作为决策变量,并将预测误差作为优化目标。 NGBM的参数优化被公式化为组合优化问题,将使用PSO技术共同解决。一旦PSO找到了NGBM的最佳参数,就可以对模型进行优化。带有该参数优化算法的NGBM随后被应用在长期电力负荷预测中。结果表明,NGBM极大地提高了预测精度,PSO是一种适用于NGBM参数优化的有效全局优化算法。 (C)2008 Elsevier Inc.保留所有权利。

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