The Stability Analysis via Nonlinear Scalarization Methods for Parametric Generalized Vector Quasiequilibrium Problems and Applications to Optimization Problems and Traffic Network Problems
1 To deal with the lower and upper semicontinuity, continuity of a set-valued solution mapping to a parametric weak generalized quasiequilibrium by using nonlinear scalarization function
2 To establish the Holder continuity of a set-valued solution mapping to a parametric weak generalized quasiequilibrium by using nonlinear scalarization functions commonly known as the Gerstewitz function.
3 As applications, to derive this Holder continuity for constrained minimization, variational inequality problems
4 As applications, to establish the Holder continuity of a set-valued solution mapping for the traffic equilibrium problems
