1) Arrow-Hurwicz-Uzawaconstraint qualification
Arrow-Hurwicz-Uzawa约束品性
2) constraint qualification
约束品性
1.
A note on constraint qualifications for a class of nondifferentiable programming problems;
关于一类不可微规划问题约束品性的一个注记
2.
And some new necessary and sufficient conditions for generalized fractional programming are obtained without the need of a constraint qualification.
在不需要约束品性条件的假设下,通过利用参数处理这一技巧,把所考虑的问题化为等价的非分式规划问题,获得了新的必要和充分最优性条件。
3.
the Kuhn-Tucker type necessary conditions for weak efficiency are given for a class of the problem of minimizing a vector function of which each component is the sum of a differentiable function and a convex function subject to a set of differentiable nonlinear inequalities on an open subset X of R~n,under the weaker constraint qualification.
对一类在Rn的开子集X上的非线性不等式约束的向量优化问题:目标函数的每个分量是可微函数与凸函数之和且约束函数是可微的,在更弱的约束品性下,给出了弱有效解的Kuhn-Tucker型必要条件。
3) Constraint qualifications
约束品性
1.
Finally, the generalized constraint qualifications are proposed and Kuhn-Tucker type necessary optimality conditions, the generalized .
最后，引进广义约束品性，更进一步探讨了问题(VP)的Kuhn-Tucker型必要条件、广义对偶模型和稳定性。
4) slater constraint qualification
Slater约束品性
5) Kuhn-Tucker constraint qualification
Kuhn-Tucker约束品性
1.
In this paper, under the Kuhn-Tucker constraint qualification,the author gave the Kuhn-Tucker type necessary conditions for a class of nondifferentiable generalized fractional programming problems.
在 Kuhn-Tucker约束品性下 ,给出了一类非可微广义分式规划解的 Kuhn-Tucker型必要条件 ,提出的问题和所得的结果是对现有文献的改进和推
2.
Under Kuhn-Tucker constraint qualification,the Kuhn-Tucker type necessary conditions are given.
提出了一类目标函数的分子和分母中都含有支撑函数的不可微广义分式规划问题,在Kuhn-Tucker约束品性下,给出了这类广义分式规划的Kuhn-Tucker型必要条件,并在不可微函数的广义(F,ρ)-凸性假设下,给出了它的最优性充分条件,所提的问题及所得结果相对现有文献具有一般性。
6) M-F constrainted character
M-F约束品性
1.
We define the M-F constrainted character on the interactive programmingand prove the sufficient and necessary relation between it and the set of muliplied unit.
本文定义了交叉规划的M-F约束品性,证明了它与乘子集非空有界之间的充要条件;并将向量型参数加以推广,得到无穷情形下有关定理。
补充资料：品性
1.品质性格。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条