Multiobjective symmetric duality with invexity
TR Gulati, I Husain, A Ahmed - Bulletin of the Australian …, 1997 - cambridge.org
Usual duality results are proved for Wolfe and Mond-Weir type multiobjective symmetric dual
problems without nonnegativity constraints under invexity/generalised invexity assumptions …
problems without nonnegativity constraints under invexity/generalised invexity assumptions …
Multiobjective symmetric duality with invexity
TR Gulati, I Husain, A Ahmed, TR Gulati, I Husain… - 1997 - arch.neicon.ru
Usual duality results are proved for Wolfe and Mond-Weir type multiobjective symmetric dual
problems without nonnegativity constraints under invexity/generalised invexity assumptions …
problems without nonnegativity constraints under invexity/generalised invexity assumptions …
[PDF][PDF] MULTIOBJECTIVE SYMMETRIC DUALITY WITH INVEXITY
TR GULATI, I HUSAIN, A AHMED - academia.edu
Symmetric duality in mathematical programming in which the dual of the dual is the primal
was first introduced by Dorn [5]. Subsequently, Dantzig, Eisenberg and Cottle [4], Chandra …
was first introduced by Dorn [5]. Subsequently, Dantzig, Eisenberg and Cottle [4], Chandra …
[PDF][PDF] MULTIOBJECTIVE SYMMETRIC DUALITY WITH INVEXITY
TR GULATI, I HUSAIN, A AHMED - scholar.archive.org
Symmetric duality in mathematical programming in which the dual of the dual is the primal
was first introduced by Dorn [5]. Subsequently, Dantzig, Eisenberg and Cottle [4], Chandra …
was first introduced by Dorn [5]. Subsequently, Dantzig, Eisenberg and Cottle [4], Chandra …
[PDF][PDF] MULTIOBJECTIVE SYMMETRIC DUALITY WITH INVEXITY
TR GULATI, I HUSAIN, A AHMED - researchgate.net
Symmetric duality in mathematical programming in which the dual of the dual is the primal
was first introduced by Dorn [5]. Subsequently, Dantzig, Eisenberg and Cottle [4], Chandra …
was first introduced by Dorn [5]. Subsequently, Dantzig, Eisenberg and Cottle [4], Chandra …