DocumentCode
3509211
Title
Solvability of Set-Valued Vector Optimization Problem
Author
Chen, JiaWei ; Yin, Qi
Author_Institution
Coll. of Math. & Inf., China West Normal Univ., Nanchong
Volume
3
fYear
2009
fDate
7-8 March 2009
Firstpage
934
Lastpage
938
Abstract
In this paper, the authors introduce Dini derivative operator in the sense of set-values, establish the relations between set-valued vector quasi-variational inequality and set-valued vector optimization problems, and prove the existence of a weak minimum for a class of constrained set-valued vector optimization problem by making use of quasi-variational inequality and extending pseudo D-invex functions.
Keywords
computability; mathematical operators; optimisation; set theory; vectors; Dini derivative operator; pseudo D-invex function; set-valued vector optimization problem; set-valued vector quasi variational inequality problem; solvability; Computer science; Computer science education; Constraint optimization; Constraint theory; Educational institutions; Educational technology; Game theory; Mathematics; Physics; Sufficient conditions; Dini derivative; Fan-KKM theorem; set-valued vector optimization problem; set-valued vector quasi-variational inequality problem;
fLanguage
English
Publisher
ieee
Conference_Titel
Education Technology and Computer Science, 2009. ETCS '09. First International Workshop on
Conference_Location
Wuhan, Hubei
Print_ISBN
978-1-4244-3581-4
Type
conf
DOI
10.1109/ETCS.2009.746
Filename
4959461
Link To Document