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Sufficient optimality conditions and duality theory for interval optimization problem
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DOI：10.1007/s10479-014-1644-0.png)
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This paper addresses the duality theory of a nonlinear optimization model whose objective function and constraints are interval valued functions. Sufficient optimality conditions are obtained for the existence of an efficient solution. Three type dual problems are introduced. Relations between the primal and different dual problems are derived. These theoretical developments are illustrated through numerical example.
Keyword:
Interval optimization
Efficient solution
Duality theory
Sufficient optimality conditions
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