1991
DOI: 10.1080/02331939108843717
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Duality in vectorial control approximation problems with inequality restrictions

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Cited by 11 publications
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“…Among the large number of papers and books dealing with different approaches to multiobjective duality we mention as a representative selection the books [6], [8], [16] and the papers [3], [11], [12], [17], [20], [22], [24] and [25]. Beside presentations in the sense of approaches for general formulated problems there are a lot of contributions devoted to the duality for multiobjective programming problems of special type, as for example linear problems [7], location and approximation problems [18], [20], portfolio optimization problems [19], [21], etc. In this paper, applying the conjugacy approach and using an appropiate perturbation as the authors in [2], we construct a dual for (P λ ) and we prove the existence of strong duality between them.…”
mentioning
confidence: 99%
“…Among the large number of papers and books dealing with different approaches to multiobjective duality we mention as a representative selection the books [6], [8], [16] and the papers [3], [11], [12], [17], [20], [22], [24] and [25]. Beside presentations in the sense of approaches for general formulated problems there are a lot of contributions devoted to the duality for multiobjective programming problems of special type, as for example linear problems [7], location and approximation problems [18], [20], portfolio optimization problems [19], [21], etc. In this paper, applying the conjugacy approach and using an appropiate perturbation as the authors in [2], we construct a dual for (P λ ) and we prove the existence of strong duality between them.…”
mentioning
confidence: 99%