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Sufficiency and duality in non-smooth interval valued programming problems
2019
Journal of Industrial and Management Optimization
In this paper a non-smooth optimization problem is studied in an uncertain environment. The objective function of this problem is interval valued function. We introduce the class of valued functions about the Clarke generalized gradient. Then, through non trivial examples, we illustrate that the class of functions introduced exists. Based upon the proposed invexity assumptions, the sufficient optimality conditions are established. Further, we derive weak, strong and strict converse duality
doi:10.3934/jimo.2018063
fatcat:s5ybq3xjprhldifi3sa6lxi7vi