degenerate cauchy problem 退化型Cauchy问题
degenerate extremal problem 退化极图问题
degenerate elliptic problem 退化椭圆问题
degenerate linear programming problem 退化的线性规划问题
degenerate oblique derivative problem 蜕化斜导数问题
degenerate monotone linear complementarity problem 退化单调线性互补问题
To avoid this name-clash problem, treat this simple environment as a degenerate example of the above complex environment.
为了避免这个名称冲突问题，请将这个简单的环境视为上面的复杂环境的简化示例。
Finally, after summarizing the contents in the thesis, we point out the further directions to study the degenerate linear programming problem.
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。
In degenerate case, stationary perturbation theory becomes to a move complicated problem.
在简并情况下，定态微扰理论变成一个比较复杂的问题。
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