3 citations · 6 across the 5 of their papers we have counts for
5 papers
Ekeland variational principles with set-valued objective functions and set-valued perturbations
Jing-Hui Qiu
In the setting of real vector spaces, we establish a general set-valued Ekeland variational principle (briefly, denoted by EVP), where the objective function is a set-valued map ta…
A partial order principle and vector variational principle for -efficient solutions in the sense of Németh
Jing-Hui Qiu
In this paper, we establish a partial order principle, which is useful to deriving vector Ekeland variational principle (denoted by EVP). By using the partial order principle and e…
A revised pre-order principle and set-valued Ekeland variational principle
Jing-Hui Qiu
In my former paper "A pre-order principle and set-valued Ekeland variational principle" (see: arXiv: 1311.4951[math.FA]), we established a general pre-order principle. From the pre…
Non-Conflicting Ordering Cones and Vector Optimization in Inductive Limits
Jing-Hui Qiu
Let be an inductive limit of a sequence of locally convex spaces and let every step be endowed with a partial order b…
A pre-order principle and set-valued Ekeland variational principle
Jing-Hui Qiu
We establish a pre-order principle. From the principle, we obtain a very general set-valued Ekeland variational principle, where the objective function is a set-valued map taking v…