在没有$C$-强单调性和 $C$-凸/凹性假设下,利用一个新的假设条件,研究了含参强向量平衡 问题解集映射的下半连续性, 并 通过例子验证了所得结果的正确性, 推广了已有文献中相应的结果.

In this paper, with a new assumption, we study the lower  semicontinuity of the set of solutions for parametric strong vector  equilibrium problems without the assumptions of $C$-strong mononiticity  and $C$-convexity or $C$-concavity. Some examples are  given to illustrate the correctness of the   results.