Title of article :
GENERALIZED VECTOR EQUILIBRIUM PROBLEMS AND NONSMOOTH VECTOR OPTIMIZATION
Author/Authors :
CENG ، LU-CHUAN - Shanghai Normal University , LIOU ، YEONG-CHENG - Kaohsiung Medical University , WEN ، CHING-FENG - Kaohsiung Medical University
Pages :
15
From page :
128
To page :
142
Abstract :
Some properties of pseudoconvex functions w.r.t. an equilibrium function, defined by means of limiting subdifferential, are obtained. Furthermore, the equivalence between generalized Minty vector equilibrium problems (in short, GMVEPs) (resp., generalized Stampacchia vector equilibrium problems (in short, GMVEPs)) involving limiting subdifferential and nonsmooth vector optimization problems (in short, VOPs) are studied under pseudoconvexity condition.
Keywords :
Generalized vector equilibrium problems , limiting subdifferential , nonsmooth functions , pseudoconvex function , vector optimization problems
Journal title :
Journal of Advanced Mathematical Studies
Serial Year :
2017
Journal title :
Journal of Advanced Mathematical Studies
Record number :
2477820
Link To Document :
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