2010Material Science Research IndiaOpen access

Symmetric duality for Bonvex multiobjective fractional continuous time programming problems

Deo Brat Ojha

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Abstract

We introduced a symmetric dual for multi objective fractional variational programs in second order. Under invexity assumptions, we established weak, strong and converse duality as well as self duality relations .We work with properly efficient solutions in strong and converse duality theorems. The weak duality theorems involves efficient solutions .

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We introduced a symmetric dual for multi objective fractional variational programs in second order. Under invexity assumptions, we established weak, strong and converse duality as well as self duality relations .We work with properly efficient solutions in strong and converse duality theorems. The weak duality theorems involves efficient solutions .

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Available abstract

We introduced a symmetric dual for multi objective fractional variational programs in second order. Under invexity assumptions, we established weak, strong and converse duality as well as self duality relations .We work with properly efficient solutions in strong and converse duality theorems. The weak duality theorems involves efficient solutions .

Key concepts: Converse, Duality (order theory), Weak duality, Strong duality, Wolfe duality, Mathematics, Duality gap, Dual (grammatical number)

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