Vector variational inequalities and vector optimization theory and applications

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Vector variational inequalities and vector optimization theory and applications

Vector Optimization■■■■■À- I ' K rQamrul Hasan AnsariElisabeth Kõbis X.Jen-Chih YaoVector Variational Inequalities and Vector OptimizationTheory and A

Vector variational inequalities and vector optimization theory and applicationsApplicationsVector OptimizationSeries editorJohannes JahnErlangen. GermanyThe series in Vector Optimization contains publications in various fields of

optimization with vector-valued objective functions, such as multiobjective optimization. multi criteria decision making, set optimization, vector-va Vector variational inequalities and vector optimization theory and applications

lued game theory and border areas to financial mathematics, biosystems, semidefinite programming and multiobjective control theory. Studies of continu

Vector variational inequalities and vector optimization theory and applications

ous, discrete, combinatorial and stochastic multiobjcctive models in interesting fields of operations research are also included. The series covers ma

Vector Optimization■■■■■À- I ' K rQamrul Hasan AnsariElisabeth Kõbis X.Jen-Chih YaoVector Variational Inequalities and Vector OptimizationTheory and A

Vector variational inequalities and vector optimization theory and applicationstiple author works containing current advances in these fields.More information about this series al http://www.springer.com/series/8175Qamrul Hasan A

nsari • Elisabeth Kobis • Jen-Chih YaoVector VariationalInequalities and VectorOptimizationTheory and ApplicationsSpringerQamrul Hasan Ansari Departme Vector variational inequalities and vector optimization theory and applications

nt of Mathematics Aligarh Muslim University Aligarh. IndiaJen-Chih YaoCenter for General Education China Medical University Taichung. TaiwanElisabeth

Vector variational inequalities and vector optimization theory and applications

KobisInstitute of MathematicsMartin Luther University Halle-WittenbergHalle. GermanyISSN 1867-8971ISSN I867-898X (electronic)Vector OptimizationISBN 9

Vector Optimization■■■■■À- I ' K rQamrul Hasan AnsariElisabeth Kõbis X.Jen-Chih YaoVector Variational Inequalities and Vector OptimizationTheory and A

Vector variational inequalities and vector optimization theory and applicationslishing AG 2018This work is subject to copyright. All rights are reserved by the Publisher, whether the whole or part of the material is concerned, sp

ecifically the rights of translation, reprinting, reuse of illustrations, recitation, broadcasting, reproduction on microfilms or in any other physica Vector variational inequalities and vector optimization theory and applications

l way. and transmission or information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now kn

Vector variational inequalities and vector optimization theory and applications

own or hereafter developed.

Vector Optimization■■■■■À- I ' K rQamrul Hasan AnsariElisabeth Kõbis X.Jen-Chih YaoVector Variational Inequalities and Vector OptimizationTheory and A