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中文摘要：
在赋范线性空间中,引进了含参集值向量均衡问题全局有效解和Henig有效解的概念,得到了含参集值向量均衡问题的全局有效解集和Henig有效解集的标量化结果 并在标量化结果的基础上,研究了含参集值向量均衡问题全局有效解映射和Henig有效解映射的下半连续性。
英文摘要：
In the normed linear space,it introduces the concept of global efficient solution and Henig efficient solution for the parametric set - valued vector equilibrium problems, and obtains the scalarization results of the global efficient solution and Henig efficient solution for the parametric set -valued vector equilibrium problems. Basing on the scalarization results, it studies the lower semi - continuity of the global efficient solution mapping and Henig efficient solution mapping for the parametric set - valued vector equilibrium problems.
同期刊论文项目
同项目期刊论文
Stampacchia Vector Equilibrium Problems and Vector Complementarity Problems, Advances in Mathematics
Connectedness and Compactness of Weak Efficient Solutions for Set-Valued Vector Equilibrium Problems
Note on Convergence Theorem of Iterative Sequences for Asymptotically Non-Expansive Mapping in a Uni
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