摘要

In this paper, on one hand, we discuss upper Holder type estimates of solutions to parametric vector quasi-equilibria with general settings, which generalize and extend the results of Chen et al. (Optim. Lett. 5: 85-98, 2011.) On the other hand, combining the technique used for primal problems with suitable modifications, we also study upper Holder type estimates of solutions to Minty-type parametric dual vector quasi-equilibria. The consequences obtained for dual problems are new in the literature.

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