Mond-Weir's type duality for interval-valued programming
CSAE), 2012 IEEE International Conference（2012）
摘要
In this paper, we consider interval-valued programming where the objective function and the constrict conditions are interval-valued function. We define the concepts of MW optimal solution to interval-valued programming problem. Mond-Weir's type dual for interval-valued optimization problem is formulated. Under (p, r) - ρ - (η, θ) - invexity assumptions, weak, strong and converse duality results are proved.
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关键词
duality (mathematics),optimisation,mw optimal solution,mond-weir type duality,interval-valued function,interval-valued optimization problem,interval-valued programming problem,objective function,duality,interval-valued programming,uncertain optimization,optimization,duality mathematics,gold,linear programming,programming,stochastic processes
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