参数向量 KyFan 不等式与 对偶问题解映射 Lipschitz 连续性最优条件.

The Lipschitz continuity of solution mapping to parametric vector primal and dual Ky Fan in equalities in normed linear space is studied.The concepts of parameter vector primal and dual Ky Fan inequality and its efficient solutions are proposed, and the pseudo-monotonicity and strong quasiconvexity（quasi-concavity） of vector functions are introduced.The Lipschitz continuity optimality conditions of the solution mapping to parametric vector primal and dual Ky Fan inequalities are obtained by using the analysis method, and give an example to illustrate. [ABSTRACT FROM AUTHOR]