Please use this identifier to cite or link to this item: http://hdl.handle.net/10525/3236

 Title: Kuratowski convergence of the efficient sets in the parametric linear vector semi-infinite optimization Authors: Todorov, Maxim Ivanov Keywords: Linear Vector Semi-Infinite OptimizationLower and Upper Semi-ContinuityKuratowski ConvergenceWell-PosednessDepartment of Operations Research Issue Date: Nov-1993 Publisher: Institute of Mathematics with Computer Center at the Bulgarian Academy of Sciences Citation: Preprint Series/Report no.: 1993;15 Abstract: In the space of whole linear semi-infinite optimization problems we consider the mappings putting into correspondence to each problem the set of efficient and weakly efficient points, respectively. We endow the image space wit Kuratowski convergence and by means of the lower and upper continuity of these mappings we prove generic well-posedness of the vector optimization problems. The connection between the continuity and some properties of the efficient sets is also discussed. Description: [Todorov Maxim Ivanov; Тодоров Максим Иванов] URI: http://hdl.handle.net/10525/3236 Appears in Collections: Preprints

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