Hölder Continuity of Solutions to Parametric Generalized Vector Quasiequilibrium Problems

@inproceedings{Peng2014HlderCO,
  title={H{\"o}lder Continuity of Solutions to Parametric Generalized Vector Quasiequilibrium Problems},
  author={Zai Yun Peng},
  year={2014}
}
and Applied Analysis 3 0 in any metric linear spaces. Let X,Λ,M, Y be metric linear spaces. Let Y ∗ be the topological dual space of Y . Let C ⊂ Y be a pointed, closed, and convex cone with intC/ ∅, where intC denotes the interior of C. Let C∗ : {f ∈ Y ∗ : f y ≥ 0, for all y ∈ C} be the dual cone of C. Since intC/ ∅, the dual cone C∗ of C has a weak… CONTINUE READING