并讨论了当决策者调整愿望偏好时，灰线性规划解的稳定性。
The stability of the solution of grey linear programming is discussed.
并把分学科在校生与人均GDP的关联度作为灰色线性规划的贡献率灰数，优化出各学科在校生的结构。
Using the correlation between number of university (students) in each subject and average GDP as the contribution rate of grey linear programming, the subject (structure) is optimized.
而灰色非线性规划，则将约束条件当作效益泛函，将一般的目标泛函当作消耗泛函，这二者都是含灰元的灰泛函。
In terms of grey nonlinear programming the restrictive condition is regarded as the profit functional, and the cost function is considered as the depleting functional.
而灰色非线性规划，则将约束条件当作效益泛函，将一般的目标泛函当作消耗泛函，这二者都是含灰元的灰泛函。
In terms of grey nonlinear programming the restrictive condition is regarded as the profit functional, and the cost function is considered as the depleting functional.
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