Chanchal Singh, Morgan A Hanson
Abstract
Abstract Results of Geoffrion for efficient and properly efficient solutions of multiobjective programming problems are extended to multiobjective fractional programming problems. Duality relationships are given for these problems where the functions are generalized convex or invex.
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Abstract Results of Geoffrion for efficient and properly efficient solutions of multiobjective programming problems are extended to multiobjective fractional programming problems. Duality relationships are given for these problems where the functions are generalized convex or invex.
Key concepts: Fractional programming, Duality (order theory), Mathematics, Multiobjective programming, Mathematical optimization, Strong duality, Multi-objective optimization, Applied mathematics