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A second-order differential equation method for equilibrium programming with constraints

机译:带约束条件的平衡规划的二阶微分方程方法

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In this paper, we establish a second-order differential equation system with controlled process for solving the equilibrium programming with constraints based on Lagrange function and projection operator. It is proved that the accumulation points of the trajectories of this kind of second-order differential equation system is the solution to the equilibrium programming with constraints. Moreover, the numerical experiments are reported to show that the second-order differential equation method for solving the equilibrium programming with constraints is effective.
机译:本文建立了具有可控过程的二阶微分方程组,用于求解基于拉格朗日函数和投影算子的带约束条件的平衡规划。证明了这种二阶微分方程系统轨迹的累积点是带约束的平衡规划的解。此外,数值实验表明,用二阶微分方程法求解带约束的平衡规划是有效的。

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