On duality for generalized pseudomonotonic programming

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  • Ştefan Ţigan Ministery of Education and Science, Bucharest, Romania
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References

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Bector, C. R., Jolly, P. L., Programming problems with pseudomonotonic objectives, Math. Operationsforsch. und Statist., ser. Optimization, 15 (1984), 2, pp. 217-229, https://doi.org/10.1080/02331938408842927,

Bhatt, S. L., Linezarization Technique for Linear Fractional and Pseudo-monotonic Programs Revisited, Cahiers du CERO, 23 (1981), pp. 53-56.

Dantzig, G. B., Linear Programming and Extensions, Princeton University Press, Princeton, New-Jersey, 1963.

Dragomirescu, M., Maliţa, M., Programare neliniară, Editura Ştiinţifică, Bucureşti, 1972 (in Romanian).

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Mond, B., Techiques for pseudo-monotonic programming, LaTrobe University, Pure Math. Res. Paper No. 82-12, Melbourne, 1982.

Thuente, D., Duality theory for generalized programs with computational methods, Oper. Res., 28(4) (1980), pp. 1005-1011, https://doi.org/10.1287/opre.28.4.1005

Tigan, S., Sur quelques problèmes d'optimisation, SEMA (Metra International), Paris, Note de Travail No. 157, 1971.

Tigan, S., Sur une méthode de décomposition pour le problème de programmation monotone, Mathematica 13(36) (1971), 2, pp. 347-354.

Tigan, S., On the linearization technique for quasimonotonic optimization problems, Rev. Analyse Numer. theor. Approx., 12 (1983), 1, pp. 89-96.

Tigan, S., A quasimonotonic max-min programming problem with linked constraints, Itinerant Sem. on functional eq., approx. and conv., Cluj-Napoca University, (1986), pp. 279-284.

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Published

1991-08-01

How to Cite

Ţigan, Ştefan. (1991). On duality for generalized pseudomonotonic programming. Anal. Numér. Théor. Approx., 20(1), 111–116. Retrieved from https://ictp.acad.ro/jnaat/journal/article/view/1991-vol20-nos1-2-art14

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Vol 20, Nos 1-2 (1991)

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