augmented lagrangian

基本解释

The quasi-Newton method was applied to solving the augmented Lagrangian function of nonlinear programming problems. Further, the quasi-Newton formula was given.
应用拟牛顿算法求解非线性规划问题的增广拉格朗日函数，并给出了相应的拟牛顿公式。
In the investigation, the adjoint technology, Penalty method and augmented Lagrangian method are used in constraint optimisation field to minimize the defined constraint objective functions.
采用伴随技术方法和约束最优化的罚函数法和增广拉格朗日方法，使定义的约束目标函数达到最小，而得到最优解。
This paper applies augmented Lagrangian method to frictional contact problem by means of considering the stiffness of joint element as a penalty number of the penalty method.
以节理单元的刚度系数作为罚方法中的罚参数，将改进的拉格朗日乘子法应用于接触摩擦问题。