一致性约束规格在求解带平衡约束的数学规划问题的算法中具有非常关键的作用。

Uniform constraint qualifications play a very important role in the algorithms for solving mathematical programs with equilibrium constraints.

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特别地，用一个弱mfcq代替线性无关约束规格(LICQ)得到算法的全局收敛性。

Especially, the global convergence is obtained under a weak Mangasarian-Promovitz constraint qualification (MFCQ) instead of the linearly independent constraint qualification (LICQ).

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这使得我们可以用一个简洁的字符串来描述布局规格，而不比长篇累牍编写很多行代码来指明约束或者创建面板层次结构。

This makes the layout specification a compact string, instead of many lines of code specifying constraints or setting up hierarchies of panels.

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