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A Neural Network Approach for Nonlinear Bilevel Programming Problem

机译:非线性胆量编程问题的神经网络方法

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摘要

A novel neural network approach is presented for solving nonlinear bilevel programming problem. The proposed neural network is proved to be Lya-punov stable and capable of generating optimal so-lution to the nonlinear bilevel programming prob-lem. The asymptotic properties of the neural net-work are analyzed and the condition for asymptotic stability, solution feasibility and solution optimality are derived. The transient behavior of the neural network is simulated and the validity of the network is verified with numerical examples.
机译:提出了一种新的神经网络方法,用于解决非线性胆量编程问题。所提出的神经网络被证明是Lya-punov稳定,并且能够为非线性胆量编程探测器产生最佳的脱脂。分析了神经网络工作的渐近性质,衍生出渐近稳定性,溶液可行性和溶液最优性的条件。模拟神经网络的瞬态行为,并用数值示例验证网络的有效性。

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