We use Lagrangian Relaxation which is based on a scheme named Compath Decomposition to dualize the capacity constraints.
本文用基于路径分解的拉格朗日分解法求解模型,把容量约束得到路径分解法的主问题和子问题。
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The area is called the second Lagrangian Point.
域叫做第二拉格朗日点。
One key difference of this work is that the older solution was built upon a Lagrangian approach, which means that the simulation consists of computing the velocities and the pressure that acts on these particles.
项工作的一主不同点是,旧的方法是建立在拉格朗日方法的基础上,模拟方法包括计算速度和作用于些粒子的压力。
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