Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem

Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem

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This paper presents a study on sufficient efficiency conditions for a class of multidimensional vector ratio optimization problems, identified by (MFP), of minimizing a vector of path-independent curvilinear integral functionals quotients subject to PDE and/or PDI constraints involving higher-order...

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Main Author: Savin Treanta
Format: Article
Language:English
Published: Journal of Multidisciplinary Modeling and Optimization 2018-08-01
Series:Journal of Multidisciplinary Modeling and Optimization
Subjects:
efficient solution; generalized quasiinvexity.
Online Access:http://dergipark.org.tr/jmmo/issue/38716/385937?publisher=http-w3-sdu-edu-tr-personel-00606-prof-dr-ahmet-sahiner
id doaj-363ee1ae1b0b4830939fd4e0272a9e44
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spelling doaj-363ee1ae1b0b4830939fd4e0272a9e442020-11-24T20:43:02ZengJournal of Multidisciplinary Modeling and OptimizationJournal of Multidisciplinary Modeling and Optimization2645-923X2018-08-01111131135Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problemSavin TreantaThis paper presents a study on sufficient efficiency conditions for a class of multidimensional vector ratio optimization problems, identified by (MFP), of minimizing a vector of path-independent curvilinear integral functionals quotients subject to PDE and/or PDI constraints involving higher-order partial derivatives. Under generalized (\rho, b)-quasiinvexity assumptions, sufficient conditions of efficiency are formulated for a feasible solution in (MFP).http://dergipark.org.tr/jmmo/issue/38716/385937?publisher=http-w3-sdu-edu-tr-personel-00606-prof-dr-ahmet-sahinerefficient solution; generalized quasiinvexity.
collection DOAJ
language English
format Article
sources DOAJ
author Savin Treanta
spellingShingle Savin Treanta
Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem
Journal of Multidisciplinary Modeling and Optimization
efficient solution; generalized quasiinvexity.
author_facet Savin Treanta
author_sort Savin Treanta
title Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem
title_short Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem
title_full Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem
title_fullStr Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem
title_full_unstemmed Sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem
title_sort sufficient efficiency conditions associated with a multidimensional multiobjective fractional variational problem
publisher Journal of Multidisciplinary Modeling and Optimization
series Journal of Multidisciplinary Modeling and Optimization
issn 2645-923X
publishDate 2018-08-01
description This paper presents a study on sufficient efficiency conditions for a class of multidimensional vector ratio optimization problems, identified by (MFP), of minimizing a vector of path-independent curvilinear integral functionals quotients subject to PDE and/or PDI constraints involving higher-order partial derivatives. Under generalized (\rho, b)-quasiinvexity assumptions, sufficient conditions of efficiency are formulated for a feasible solution in (MFP).
topic efficient solution; generalized quasiinvexity.
url http://dergipark.org.tr/jmmo/issue/38716/385937?publisher=http-w3-sdu-edu-tr-personel-00606-prof-dr-ahmet-sahiner
work_keys_str_mv AT savintreanta sufficientefficiencyconditionsassociatedwithamultidimensionalmultiobjectivefractionalvariationalproblem
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