最后，在总结以上研究的基础上，给出了退化线性规划问题进一步研究的研究方向。
Finally, after summarizing the contents in the thesis, we point out the further directions to study the degenerate linear programming problem.
第二，我们研究了变量有上界的退化线性规划问题。
Secondly, we consider the degenerate linear programming problem with upper bounded variable constrained.
当非退化条件成立和磨光参数趋于零时，证明了原问题的S -稳定点与磨光非线性规划的KKT点等价。
As the non-degeneracy condition holds and the smoothing parameter tends to zero, an S-stationary point of the MPCC problem is equivalent to a KKT point of the smoothing nonlinear programming.
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