Stability for Vector Equilibrium Problems Under Discrete Dilations
Song Ju · Acta Analysis Functionalis Applicata · 2014
By using the concept of P-K convergence of sequences of subsets,we investigate stability of weak efficient solutions for vector equilibrium problems under discrete dilation.A new concept of approximating sequence for vector equilibrium problem is given out.Various sufficient conditions are provided to ensure the inclusion of the set of solution,and a number of examples are used to illustrate the corresponding results.