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An enhanced Lagrangian neural network for the ELD problems with piecewise quadratic cost functions and nonlinear constraints

机译:具有分段二次成本函数和非线性约束的ELD问题的增强拉格朗日神经网络

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This paper presents a new Lagrangian artificial neural network (ANN) and its application to the power system economic load dispatch (ELD) problems with piecewise quadratic cost functions (PQCFs) and nonlinear constraints. By restructuring the dynamics of the modified Lagrangian ANN [IEEE ICNN, 1 (1996) 537], stable convergence characteristics are obtained even with the nonlinear constraints. The convergence speeds are enhanced by employing the momentum technique and providing a criteria for choosing the learning rate parameters.
机译:本文提出了一种新的拉格朗日人工神经网络(ANN),并将其应用于具有分段二次成本函数(PQCF)和非线性约束的电力系统经济负荷分配(ELD)问题。通过重构改进的拉格朗日人工神经网络的动力学[IEEE ICNN,1(1996)537],即使具有非线性约束,也可以获得稳定的收敛特性。通过采用动量技术并提供选择学习速率参数的标准,可以提高收敛速度。

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