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中文摘要：
研究了带约束向量均衡问题统一解的最优性条件．首先，利用改进集引进了带约束向量均衡问题E-弱有效解和E-有效解的概念；其次，在目标函数为广义凸的条件下，利用凸集分离定理和择一定理获得了向量均衡问题E-弱有效解和E-有效解的最优性条件；最后，给出了向量优化问题相应解的最优性条件．
英文摘要：
The optimality conditions were studied. Firstly, the concept for unified solution of the vector equilibrium problems with of E-weakly efficient solution and E-efficient solution for constraints the vector equilibrium problems with constraints via the improvement set were introduced. Secondly, under the condition of generalized convex function, the optimality conditions for E-weakly efficient solution and E-efficient solution of the vector equilibrium problems were given. Finally, the optimality conditions of vector optimization problems were obtained.
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LEVITIN-POLYAK WELL-POSEDNESS FOR GENERALIZED QUASI-VARIATIONAL INCLUSION AND DISCLUSION PROBLEMS AN
Convergence of a Multistep Ishikawa Iteration Algorithm for a Finite Family of Lipschitz Mappings an
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